<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7924508181645077758</id><updated>2024-10-25T04:41:44.183-07:00</updated><title type='text'>Human Surgeryes</title><subtitle type='html'>Cosmetic Surgery,  Breast Implant and Augmentation, Hair Transplant, Brow Lift,Rhinoplasty, Botox, Tummy Tuck</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>235</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-5241792402094429758</id><published>2011-04-01T13:06:00.000-07:00</published><updated>2011-04-01T13:06:49.113-07:00</updated><title type='text'>Mini Tummy Tuck Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h1&gt;Mini Tummy Tuck&lt;/h1&gt;Mini tummy tuck surgery is less invasive than traditional abdominoplasty. Find out if you are a good candidate for mini abdominoplasty, as well as information about the procedure and recovery period.&lt;br /&gt;
&lt;h2 id=&quot;candidates&quot;&gt;Mini Tummy Tuck Candidates&lt;/h2&gt;The mini tummy tuck, or partial abdominoplasty, is often an excellent  option for people who have a small amount of abdominal skin to be  removed and do not have a significantly protruding abdominal muscle  wall. Individuals whose abdominal area is beginning to sag due to aging  or who have slim abdomens that they wish to sculpt into a more desirable  shape may find that a mini tummy tuck is ideal for them.&lt;br /&gt;
&lt;h2 id=&quot;surgery&quot;&gt;Mini (Also Known as Scarless) Tummy Tuck Surgery&lt;/h2&gt;Mini tummy tuck surgery may be performed under general anesthesia,  but is usually completed with a local anesthetic and mild sedation. The  length of the incision involved in a mini tummy tuck will depend on the  amount of skin to be removed, but will generally be smaller than the  incision required by a traditional tummy tuck. This is why mini tummy  tuck surgery is also sometimes known as a &quot; scarless tummy tuck.&quot; Unlike  a traditional tummy tuck, the surgeon usually does not have to  reposition the navel during mini abdominoplasty. If necessary, liposuction may also be performed to help sculpt the tummy into the desired shape.&lt;br /&gt;
Just as mini tummy tuck surgery involves a smaller incision than its  traditional counterpart, it also requires that a smaller section of the  abdominal wall be exposed; usually, the treatment area extends from the  point of incision to the navel. After excess fat has been removed and  the abdominal muscles have been tightened, the surgeon will stretch the  skin downward, cutting away any excess tissue and stitching the  remaining skin into place. The surgeon may place a temporary drainage  tube in the incision site.&lt;br /&gt;
&lt;h2 id=&quot;recovery&quot;&gt;Mini Tummy Tuck Recovery&lt;/h2&gt;The patient is usually released from the hospital within a few hours  of mini tummy tuck surgery. The recovery time is about the same as that  for liposuction. Most patients experience some postoperative pain, but  it can be controlled with over-the-counter medication. Patients are  usually able to return to work within a few days of getting a mini  abdominoplasty but should refrain from strenuous activities for a few  weeks.&lt;br /&gt;
&lt;h3 class=&quot;Color1&quot;&gt;Length&lt;/h3&gt;About 1 to 2 hours.&lt;br /&gt;
&lt;h3 class=&quot;Color1&quot;&gt;Side Effects&lt;/h3&gt;Temporary swelling, discomfort, and numbness. &lt;br /&gt;
&lt;h3 class=&quot;Color1&quot;&gt;Recovery&lt;/h3&gt;Mini-tummy tuck patients will need to wear a  compression garment during the healing period, which may last about two  to three weeks after surgery. This procedure has a shorter recovery time  than the full tummy tuck;  sutures should be removed in a few weeks. Return to work: 1 to 3 weeks.  Return to light activity: within 2-3 days. Avoid strenuous activity:  about 1 month. &lt;br /&gt;
&lt;h3 class=&quot;Color1&quot;&gt;Risks&lt;/h3&gt;Rare possibility of infection and blood clots&lt;br /&gt;
&lt;h3 class=&quot;Color1&quot;&gt;Results&lt;/h3&gt;Long-lasting; weight fluctuation or pregnancy may affect results.&lt;br /&gt;
&lt;h3 class=&quot;Color1&quot;&gt;Technology&lt;/h3&gt;During mini-abdominoplasty, your surgeon will  make a small incision directly above the pubic region. He or she will  cut away loose skin and may perform liposuction  in conjunction to remove excess fat. As compared to a full tummy tuck,  the belly button should not have to be repositioned. The incisions are  closed with small sutures and small drains are usually inserted to  eliminate fluid buildup. Elastic bandages are then applied to the area  and secured.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSEBQUEhQUFRQVFRUVFRQUFBQVFBQUFBQVFRQVFBUXHCYeFxkkGRQUHy8gIycpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PGikkHCQsKSkpKSwsLCksKSwsKSwsLSwsLCksLCksLCkpLCkpLCwpLCksLCkpLCwpLCwsKSwpLP/AABEIAMkA+wMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAwQFBgcIAgH/xABMEAABAwIABwsIBQgLAQAAAAABAAIDBBEFBgcSITE1QVFhcXSBkaGxs9EIEyJScnOSwTJCQ1OyIyQzYqLS4fAUFhcYNERUgpPC8WP/xAAaAQACAwEBAAAAAAAAAAAAAAACAwAEBQEG/8QAJxEAAgIBAwQCAwEBAQAAAAAAAAECAxEEIVESFDFBEzIiYYEjUjP/2gAMAwEAAhEDEQA/ALxQUaxmx1bRytYYXyZzA/Oa5gAu5wt6R1+j1ppblXjP+Xl+KPxSnbCLw2MVUmspE7QUPwblJimJHmpGkbhLdW/oKcX43NH2bzzt8UL1FS9nfhn5wP6CZW4ztP1HdIXv9ZW+o7pC53VX/QS09j9DygmR2NLR9R3SF6MZm+o7pCnc1cne2t4HpBMpxnb6jukLz+tDfUd0hTuauSdtbwPaCY/61N+7d0hFvxvYPs3dLVO5q5BdFi8okCCjgx0Zp/Jv0cLdPWmyoyoRtdmiCV1t0OZbrK6tRW/Zz4Z8E2QUAdlbYD/hZvij8VK8XMOirpxM1jmAlwzXWuM0kbnEmRsjLZMGVcorLQ6IKssO5dIKWpmp3U0znQyOjLmujsS02uLm6b/7xtN/pJ/ii8UYBbqCg1DlWilY1zYZAHAEXLN0X3040GPbJXloieLAG5LbaSQOxL+WOcZGfFNLOCUIJmnxkAaSI3OtuAi/Nvpp/tFj+6k6W+KkrYR8s7GmcvCJegoe7KMwfYSdLPFetyjMP2MnSzxQ/PXyH21vBL0FDDlLj+4l6WeK9GUmP7iTpZ4qfPXyTtreCZIJgwfjaJW53mntG5ct08XAvavGxrGl3m3GwvYFurdTOtNZFOEk8D8goXNlOiaLmGSwFz6TNQ51GP7xVP8A6Sf4ovFSMlLwclBx8ltoKsMC5doKmphgbTTNM0jIw4ujs0vcGgmxvbSrPRAlX5U8JsiqYw4gXhB072e8KB0+F2Ofdjgd8XCWeUHtGDkre+mVYxylpBabEaiq09IptyzuyxDVOKUcFr0s1pGuG+OvWpfE+6rvFDCYnIv9Julw4tRHAVPYJFlWxcZYZcUlJZQ5xhGh43Umieg96TgZGTj4OphZdMCI87cWPMhSTaLbymCzGWVsKS8L2+6k7naV0+W+jcC5g5KWEeSPvqRDwjS5EzPACLBWk2/IinksojhOvEbbk23zxqUVMiqjG+sc6oczU1hsBv3AOd0FWtPV8ksCbLPjiP8AT40Qki7gLb+hXVk4qGvwexzTcF8mr2yssXWkch+xo/eT965acNPGt9SKs9Q7F0tFG5Q9rVvKJO1Ro61Jcoe1q3lEnao2/WnsQWLidUZ1Mz9W7egm3VZT3FuLQ5/rGw4m3HaXKrcR6g+bewa89ubxvs0dYVxYOgDGNaNQAHQqPR/oy9Kf+aHNgTZhbAQfd7ND+p38U8RhdFqY4KSwxUZuLyiBB5Bs4aUoA0J2xlwbo843WPpfI/LoTZA67b8CpSg4vBpRsU49SE7mbpS7BOB/OHOf9AbnrHe4kXRUhlkDRq1ngbun+d9S2KIAAAWAFgOBMqr6t2Kuu6VheTgM6Ejq26CE5kJBVBXMFDJWGOM/moJRu/QH+427FWasPKuc18Q3H3ceNmj/ALKvEVMOlHLZ9TH7ELalDyqDvGrWYWTMQtqUPKoO8atZhNYkz/5Qe0YOSt76ZVerQ8oTaMHJW99MqvRrwAyYZN2flpXbzAPidf8A6qxY51WmIM4Eko3S1p5g4g/iCncdQsbVr/V/w0NP9B7jqEb59NDKhGipVTBYHAyIyjdZ3H2prNUhHWG+jm8eJTAcZYY6uf6RXJlTc6tO7z/zvICqB3VzpJKXUxe6dJZ50Q+dJ5Z0SiCCeZVjjkPzt3C1h/Zt8lYM8yrjGiXOqpODNbzhov13V7RL8/4VNQ/xGhaSyHbGj97P3rlm1aSyHbGj97P3rlqSKSKNyh7WreUSdqjkikeUPa1byiTtUceuejpI8nsv59G3cdc87AXD5q84NSoLEl5FdDbfd+Byvakn0BJx+Q1N4HiFyOukUMqPL0WDmTqWxBB0g3BG+CoiyDMdIzXYm3FrHUVJSS42C4nwK1zg4HNJ0O3c7h4Ck219S2H02dLeRJi3CGxl265x+FpIHXcp5aUQ6kDAMwWAFrLkSo4wwkhU5uUm2KXOSGpKNdKkk0iPAGSssrtvzffvL0WjVbqwsrDwTBv/AJXo/Jjtv0KvUcfBxj9iFtWh5VB3jVrMLJmIW1aHlUPeNWswozhn/wAoTaMHJW99MquVo+UJtGDkre+mVXI14AHjFWXNq49Ng7Oab7xafmAptJUlp0aRwa1WbHWII1ix6FbGAYM6nicY2gua1xuTa5GvNHTp31n6yOGpfwt6bfKEjMK7gDid4NcewJZG6V2pmaN95zR0a+pP1Pgy+6BwNAATjBgljdNtO/rPSVnOa4NGNT9kegwfuuz3+y025tw86WNLgPRp3n2nMbfj0kqQtpwvczSl9Q5VIYomSO107RxS3P4R2pPU4JGsNew74sRzgX+SlAavCxTqJ8SIRJBK3VmvHAbHoPikM1W4fSY4cY+epTiromnWAmSshzb2J4jpHWmRkKlURySqDQXvIAaCbE72lVvUTF7nOOtxLjxk3PapXj6XDzQsA05183USLWFty1786iBK19JDEerkyr2+rpOStJ5DtjR+9n71yzZdaSyHbGj97P3rlZl4EIo7KHtat5RJ2qOP1KR5Q9rVvKJO1R12pcOjtiYfz6DhcR0scFd9OzOJDXDO1llxe3rAbxVA4IqTHURPbrbIwjjzgrOpLmS5JudOdc3vv3Va2z43ks1VOxMn8DHjWCleZYXcQBvk2CitPWTDR519vav1nSj81zjd5J9ok9upLeqXpDO1ftjxPhYDRFzuI18QSCWtlcf0jh7Nh0WCKEaBakStmyxGqMRTDhOVv1y72gDfgJAunGLCMb9ZzHbztXM7Umay4fFdSN0onJUxkSCSnO5p4kgrLMF3uDRwkXJ3hwpikY5v0SRxEjsTPhNmjTpJ0adJT+5/Qntf2RHKRXZ9aW7kTGsA3rjPP4h0KKJZhiYunkLjc55HM30R1AJErq8FJ+R+xC2rQ8qh7xq1oFkvELatFyqDvGrWgXGQz95Qu0YOSt76ZVcrR8oXaMHJW99MqtRrwB7OldVG68bSNWaCOKwsqVarhxaJdSQn/wCbOpoCz9etky7pHu0PFPXWS6KtumV0OlOVJFZZbRrRHWOdd3RMbgjA5CMOy9Jpqqy7e5I6ldSOBMtem2qmziuaw2KIaCUaQqRDMoEv6Ju7d7ub0R/PEoapPj8fzhg3o+1zvBRgrc0yxUjFvebGeLSeQ7Y0fvJ+9cs1rSmQ3Y0XvJ+9cmyEoo7KHtat5RJ2qOu1KRZRNrVvKJO1R0rh0FK6z2Hec0/tBWqw6iFUqtLAtUJYWP32i/HqPXdUtSvDL+lflEjpZgnCOYFMcKcYFXWxbe44heOauGFdkqYBBZcOkAC8e5I5yV1Exk7nmB1Jgr3XdbcGlL5H2TPhapzGPedxpPQNCmDr2RW1a+8rzvvcf2iiF6SvFqIx2P2IO1aHlUHeNWtAsl4g7VoeVQd41a0C4yGfvKF2jByVvfTKrVaXlC7Rg5K3vplVyNeAT1o3leuAMH+bgijOtrGtPGGi/XdVdiHgbz9UHOF2RWed4uv6A6QT/tVwwiyytfZlqC9Gloq9nI5qKcAXXsFkdIbiy8hpVnZNJLcBlsuf6YlDqK6bpqcBwFwLnUXAE8W+uoZgUia6KkKPjoLDWi56a2pTJxob3x3dpR5gAGpciOxR8rtCLIrBWmUqls6J4/Waepw7XKDq2scMGeepngfSb6bfabuc4uOdVMVs6SfVXjgx9XDpszyeLSmQ3Y0XvJ+9cs1rSmQ3Y0XvJ+9crMiqijsom1q3lEnao8pDlE2tXcok7VHVw6FnWp/iEbwWO49wHUfmq/Vn4pYPMVOwH6R9I8btNuiw5lU1LxEuaWOZD+yOyW06IGpewGxVHJoYHFq5e/SvQdC5tpRdQOAw6kmlalCS1DlMnEI5I7qLY5x2pnW3234s4KVZyZMYqXzsMjRrLTbjGkdYCKEsSRyccxaKuXi9K8WqZA/Yg7VoeVQd41a1CyViDtWh5VB3jVrULjIZ+8oTaMHJW99MqvCtHyhNowclb30yq4BGvALLVxEwV5mmaT9KT8oeAEegOjT/ALipdG5MWLuGI54muYRoADm7rSBa1t5PhboXnrW3NuXk3KcKCSDGyaUqicmvziOjqEvBYTHUlFGja5wLhe2kb17WSdtSjW1i7gZkVFqTVAXjqxESzqJEyJZSuM668leuY13ApieqCp7D9F5qpkYNWdccThnAdduZW5hirZFG57zYDWVUWHMI+fndIBYGwA4GiwutDQ5y36M7WtYXI3rSmQ3Y0XvJ+9cs2LSeQ7Y0XvJ+9ctKXgzUUdlE2tW8ok7VG5CpHlE2tXcok7VGnHSueghyxboPPVDGkXaPSdxN3Oc2Ctqmi0KBZP6bTI/hDRzaT2hWFCFmah5njg1dNHprzydlqMhavHBdxJKQ/OwqYktTKQ9oA1m3FoJ+SVsCDobkFG4i08A3ElmSuRI5lGiJiVySSsvdKpAi3hBgPJV+NGD/ADU5t9F/pDjJ9IdOnnTOptj1SXja/wBV1uZwt2gKErUpl1QRlXx6ZtD9iDtWh5VB3jVrULJWIO1aHlUHeNWtQmMSZ/8AKE2jByVvfTKsGDSrP8oTaMHJW99MqwYjXgH2KqStfE8OjcWuG6Ow74U2wPlG0BtQLfrtvm841hQAoXSrKYWeUOrtlW9i5I8KMkGcxwIO6DdHsqFTNNWPjN2Oc08GrnH8E+UeO8rfpgP4QbFUZaOS+u5fhrIv7bFotqV66ZQWnx8Z9Zr28wKVtx6g3yONrvBIdE16LCvg/ZMBU2C4fVlRKTHmHcJPE13gm6qx+b9Rjjx2aF1UTfoj1Fa9k3dUppwtjhFTixOc/wBRuvn3udQCvxqnl0Z2YN5mvpTSrNej9zKlms9QHTDuMUtU70zZo+iwahwnfKaSF0vCVfjFRWEZ8pOTyzlaTyG7Gi95P3rlmxaTyG7Gi95P3rl2QKKNyibWruUSdqjKkuUbatdyiTtUdpoc97W+s5rfiIHzQMJFg4pUjooI89ubn+mCd0ON28Xo2UxiIt/FGtaBcACw9EDeA0AdS5MLfVHMbLLlvJs1YTxFI8cdKPhRPmhvO5tPzXmbvFw42n5LmAutMcmMXpCRskcPrdRXbpD6w6CmJoBsNlKSSFdOed/9koosvuno8ULYSkkEyOXjNSNfC0C7iQOEgDpXUTGuF2kEcBuOpCd60RPG+mLoXgC9m51hr9E5x6gq4V6GmadBAsfRPE7QeolUbLHmuLfVJHQbK7pns0UdQ8tMe8Qdq0PKoO8atahZKxB2rQ8qg7xq1qFYZWM/+UJtGDkre+mUTxLxYbVPeZC4MZYeibEudfdO4Bp5wpZ5Qm0YOSt76ZJcQYsymB9d7jzCzR+FK1E3CrbyNogpzwzjCGSo2vTzX/VkFv22+ChuFcBzU7s2aNzd4n6J9lw0HpV1002hHVELJGFsjQ9pGlrgCDzFUK9ZOP23Rfno4S+uxn8heKf4zZObXkpNI1mEm5HsOOviPTuKBPaQSCCCNBB3DvcC067Y2LMTOsqlW8SPAf5uvbrxeFNFnRXKCChALuKEucGtBc4mwaASSd4AJywDi3LVvtGLNH0pD9BvPungHUrUxdxWhpG+gM6Q/SkdbOPAPVHAOtVrtTGvbyyzTp5Wb+EQ3A+TCRwDql/mx6jbF/OdTetKcO4jQNhd5kOD2gkEuJziNNiDo06lPamXQmWses3ubHLOTQemrjHCRTJWk8huxoveT965Z2wrT5k8jd57rcV7jqIWichuxoveT965bDeVkxsYeCi8o+1q7lEnambBH+Ih0XtJGbcTwU8ZSNrVvKJO1JsT4gakE/VaTzmw+ZS5vEWxlceqSRblPKHNvunSeM612W8F0lonCyUOdbVbo8Fm7mlKGPAPN8B6V5mnhXolPq39l2noKHnR+uOMX7EWRTR3HKUcXJOJB63TcLvPXcnMAfJ/NlwHOKBevQ5cIAsvrtz6V2CuRxLh0i5kJLJ291tJVI4RfeaQ78jz0vJVwVj7g3VU4xwZtS+27Z3SNPXdWdO92hWohhJizEHatDyqDvGrWoWSsQdq0PKoO8atahW2UzP/AJQm0YOSt76ZG4uxZtNC3/5t6SM49qJ8oXaMPJW99MlODZPybLas1v4Qqes+iLekX5MfqcpYHaE1QSpa2ZZZrI6Mii+NeKkdSC9tmTesNTrbjxu8etSCWSyJfLdHCUoPKOShGaxIpSqpnxPLJBmuGsfMb4RecrFxrwGJ23Gh7fon5HgVbSMLSQRYg2IO4Qtqm5WL9mLfS6n+jsvUmxTxPNQRJNdsW4NRk8G8P/qTYrYu+ecJJB6AOgesRv8AArNpW2FhoCr6nUdP4x8ljTabq/OfgXUkbY2BkbQ1oFgGiwCUtOhJI3I/P0LKe5qeNgqpdoTROnKoemyd1kSAkV3jlBm1JPrMa7nF2n8IV75DdjRe8n71yo7Hh95mex/2KvHIbsaL3k/euW3W81ow7f8A0ZROUja9byiTtRWJ/wCld7I/EEblH2vXcok7VziePSeeBo7UNv1YdP3RYlFJoTkDoTNRu0J1jdoVE1GeyAHWifOEaM4tO5utPTq6UHPskk841FcBcMi9rnfWseEaOr+K7zk2UVXuX3bcHBxaObiSt01kaRVk8MPzt3RxlFmo/W0b4AA6T8kiqcJhuoAncv8ALx/8XENSSbuNz1DiC40MhFyHJoJ0m9uEm5QJ0ItkmcupSuYHJYElU9VvjYfzk+y35qwK2VV5jOfzg+y35p9H2Ean6CjEHatDyqDvGrWwWScQdq0PKoO8atbBXGZxn/yhNowclb30yKxblzqaI/qAfD6PyRnlC7Rg5K3vpk04nVN6cD1XOHSc4dqratZrRY0rxNkrhk0pY2RN0L7pQHLJNeIbK5EFy9L7otxXQgmc3ULxiwK18zHDRnOs7hGvp0KYzuTHhH9JH7X/AFKfVJxeUDOEZxxIdsG04a0ACwA0BOjXptpn6EqjkSZbhC+JyMc9JI5d7cXT5UJDqeRNdTKlNRJoKbahyOKFzZBMaZ86pd+qGt6rnrKv7IbsaL3k/euWcq+fPle71nOPNfR1LRuQ3Y0fvJ+9cttLEEjDk8ybKIyj7XruUSdq4xVdbP429hRmUja1byiTtSTFl/pvHAD0H+KC36sbS8TRP6GROsJTDSP1J5ieqJqnVSUhlS2ZyRvK4dQ2z5zdLTpH82PAm9+MTniwGm9rEnWnOfdUcpYwJ3+1fpARoVOKyh+p2k6zc7p7ABuBOUQsAkFO9LYXXQjUsIcI3rqRyJjeuZZFDmBFWusq+w9JeofzD9kKbV8yr2qmznudvknm3FZoW+SjqntgesQdq0PKoO8atbBZJxB2rQ8qg7xq1sFZZSM/eULtGDkre+mUSxMqrOkZvgOHNoPaFc2UvJTLhOqjmZPHEGQiPNcxziSHvfe4I0emOhRzBeQOohkD/wClwkWII80/SD/u37ILY9UGgq5dM0xDTyJYHKSRZKpR9vH8DvFKBkzl++j+B3ist6ezg1Y6ivkiTpAinPUx/syl++j+B3iuTkvl+/j+B3ip29nAXc18kImKYsISflI/aP4SrQdkrlP28fwO8U21eRaZ72uFTEM03t5t+nRbfTIUTT3RO5r5IrTyJZGVKo8kko/zEfwO8UpjyXSj7dnwO8UDonwd7mrkirHr0lS0ZM5fvmfA7xXv9msv3zPgd4oe3s4OdxVyQeeTQmPDFZmRPdvNNuM6B1lWbNkslP28fwO8U0YYyJTzMDRUxN9IE3jeb2vYa98p1dEupZQi2+LT6WUStK5DdjRe8n71yg/93Of/AFkP/E/95Wpk/wAVXYOoWUz3tkc10js5oLQc95dqPGtNszEjNuUja1bymTtTVgSW0w4QR8/krlxnyETVVZUVDaqJomldIGmN5LQ46iQdKb4PJ0na5rv6XDoIP6J/7yCSysBxeGmMFFJqT9C/Qn+DI1M3/Mxf8b/FOEeS2Ufbx/A7xVP45cGkr6+SISFJJCp27JdKft4/gd4ol2SaU/bx/A7xU+OXAXcV8leVDtCj1JJ+Wk4wOoK3psj8xH+Ij+B3imumyDzte539KiOcb282/wDeRKuW+wuV8G1uRKEpfCdCmEWRyYf5iP4H+KUtyTSj7eP4HeKH45cDO4r5Ig12hFSv0Kc/2Wy/fx/A7xRUuSeU/bx/A7xU+OXBz56+SqMPVWbG4jesON2hQxXjhbIXPMABVRCxubxvO5o+txps/u5T/wCsh/4n/vK1XHpW5n3TUpbFf4gbVoeVQd41a3CpnFzINNTVlPO6qicIZo5C0RvBcGODiAS7RqVzhGxQEEEFCAQQQUIBBBBQgEEEFCAQQQUIBBBBQgEEEFCAQQQUIBBBBQgEEEFCAQQQUIBBBBQgEEEFCAQQQUIBBBBQgEEEFCH/2Q==&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRmZ4BLzKR3WWy9J3TeivtbJjNnfLbZDhmfLpH8h0KSq70uYdn3NQ_CgCo&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRmZ4BLzKR3WWy9J3TeivtbJjNnfLbZDhmfLpH8h0KSq70uYdn3NQ_CgCo&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhMSERUUEhIVEhUSFRQUFBQVGBQXFRAXFBQVFRQVFBQXHCYeFxkjGhQUHy8gIycpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGA8PGikcHCQpKSksKSksLSwpKSk0KSksLCksLCkpKSwsKSkpKSkpKSksKSkpKSkpKSkpKSksLCkpKf/AABEIAJgAmAMBIgACEQEDEQH/xAAcAAAABwEBAAAAAAAAAAAAAAAAAgMEBQYHAQj/xABBEAABAwEDCQUFBQYHAQAAAAABAAIDEQQFIQYHEjFBUWFxgRORobHBIjJSYtEjQnKC8BQzkqKy4UNEU4PC0vEV/8QAGgEAAQUBAAAAAAAAAAAAAAAABQECAwQGAP/EACoRAAIBAwMDBAEFAQAAAAAAAAABAgMEERIhMQVBURMUIzMiMkJSYbEV/9oADAMBAAIRAxEAPwDFAECxTGUly/s5YR7ksUcjccRpMaXA/mJ6EKEEqji9SyiWUdLwwzgFZsk7kinDhIDrABGBGGw9VVnOqr5kDFVlfmKhuZOFNtE1tFTqYYrbs1MlNKzyseNjH+y7+IDRPPDkq9eGRlrhrp2d5A+8wabedW1w4rZ7IaBO2VKEx6jUjtLcJSsKcuNjzu+yubiWEDeWkeak7tyRtU4rFZ3lpIGkQGtx21dSo4itF6AZFxKO2Hqny6o+0SNdPiuZGTXbmcmeKzTMi+Vre0I5mrR4lTNkzKQivaWiR27QYxlOelp18FpDGJQNVSV/XffBJ7aktsGRW/Ms8fuLQx3CRpaeHtNqDs2BVC+cjLXZamaAho++2jmdXN1daL0WGor2VUtPqVWP6txkrSnLjY8uUHBCg4L0JbMmbOST2EVdp7OPHwTZlzQN/wAvCCMQRFHXyVtdTg/2sj/57/kYvdeTNotGMUJc2tNM0awfmdgdWxPL+yPfZY2ue5riT7QaMG4b9q2KWVUrLZ1Yn15roX06k0ksIWdnGEG85ZmD8EUFckfVcBRfAKyHKCLpoLjmyVyivUzPYK+zHHGwflY0E96iECV3RSRiorCFnJyeTi0nN7TsRzPms5a1X7N5J7BG5x8VUvd6TLdltUNJs4wTuHBIWQYJ2GLMyYfQ5YUu1IRhOYmJpHNh2BG0UdoXSlwV29xOiTcEuiPXCpjWUVUXasFKyhRdsXLksLgjnmvRUzLp1IXK5lmComX7/sjxI81ftVmoivcbU2ZwuIwCBC0pngqCCC4QO1qMgEKpo86Fcs3b8XjiPJU1quubyL3z8w8lWuvqZatftRq1hOCf4KPsA4qRCy0uTQhmFO402YE7jCQgqCzWoxYjxsSjmp+Cm5bjTRSUhTl4TeUJrJoPIzmeo2c40UhaGqP0alci2uBvIzBZznE9wfiHqtOmbgs2zjM+zH4h5FX7N/KitdL42Z2uVXVxaMz5woIFBKIGBQBRQV0FIKjoWnZA2EthBIoXEu8cPBUbJy5TaZQ2nsjFx4buq2e67q0GgAYAAIbf1Uo6O4TsaTb1ElY2KQASMEBCcELPvcLyYGJ3CmzWFOLO1ckQVHsP42rkkiOw4JhapMfprKeVILUx4ACmk8aUs0lf76+qEwokHxyngirQmwjT2dibtaml+L2GdpVDzhQaUJ4EFX+0sJOpV3KC7TIxwI1gqzby0zTI60dUGjEnIqdW+yGJ7mO1g0TZahPKyZprBwrq4V1OGnAjALgTq7LH2srGbyK8tZ8EjeNx0Vl4NJzd3cGxg7Xe0euzuotKskGCpdw2csq1p0dxpWnT9a1crFbaACQaJ3/dPJ31WYuZa5tmhpx0U8IfiPBJlqcgVSbwq+Bqkc2JaJIg4JSN6VISQ/bWiZWhmKfwPBSc0WKVorQlhjazNSkzU4jiASMz1yQ7VmRFzDFJ6KcTBIlNaL0XsJdljVNLdZhRSJamV42traDFzjqaNfXcEqQ7OTHs4t26LxIBrwPoqUVrGWdl7WNwIFaVw2Hmsoc3FaKznqp48AO7hpnkIUF0oK6UmdVoyGsYdMXfCKDqqsFaci7zbG8tfhUg12DZidmpQV8+m8Fm2x6iyafZWaOKsVgdpDz4qEssgc0EGo81MWOoI3LMSbyaHtsPTZC33Do/Lrafp0XRaXDCRtPmGI79nVO4jgjOFcFy3K2vsxsHVxGKNVD/AOaBiw6J/lPMIrZC00kbT5gCW8OITsHOS7CzLQQlf2mqQ02bXtHWiS/amV94Ec1zQ3Cl2HrrQaJB0lUh+1t2kjdgcfBEdbox97wP0XCxhjsGkKTacSTs2pvJeIODGueeRA7ykY7G95rIcPgGrrvSMsqO2+wpLbHP9mPVtf8A9RtTKaJrBgMTrJ1nmVLmEAYKHt64VNY2K1fLKg02rJr1j0ZXDitZvq0tY0kmiyW9Jw+VxG0oxYJ7+AVfYwvI0KC4gioKOp/dmsnlt9EwCtORMbS9wc0OGGsA79hUdSWiLZNShrkkGsN5yxGscjmbwMWnm3EK0WDOXIwUfEx9NocW16YqYhyNskoBMZYd8bnNp0xb4KKvjNnKyrrO4TN+F2i2Qcne67+Xqhnq29V4lswnorUltwS0Gdto96yv6SNPmwJ/HnYsp1xTt/LGfHtB5LMLZdMsVe0hkjpvY4DvpTxTRsvH18lL7Oi+P9IXWl3Nohzn2E65Ht/FFJ46IKfxZwLC7VaYwfm0m/1ALCe3G0hdE4+IJrsYdmJ63lG8vzgWBvvWmM8qu/pBTd2ce7RiJ+6OY/8ABYfp8UUuO8dy72MfLO9XwbY/OhYP9R5/2pvVqZWnOnYtnanlHT+ohY8XHgejkVzz8Pj9U72NP+zlXa7GqPzpWQe7HOT+GMeOmmz87cWyyvPORg8mlZiZN4PeEpZ7OZHBjGPe5xo1rcS47gKpfZUlyL7mbL9aM7ZI9mzAfikPo1Q9tzkzP1Rxt5aR8ykzm6tg1xNbzljw7nFBub20nZEObyfJpTfTto+B+uu+MlcvK9pJTV7q9cByGpQcpx3q62zI6Rg9oxnkXerVSZGEEg6wSFdoyg1+BRrKaf5BUECuqYrMAVlyL/eO6eqrQVjyQdR7unqoK/1stW32I1u6XmgViiNQqndM+pWeB9QsxNYZo+UOon0w8FRcucgWyaU9maGyVJfGAKScWD7r+Go81didqTlk/W9PpVpU3lFedFT5PP8A2Z1aRG8YinMHUUNA76/w/RaFlvkoJazRCkmt7R/ijePn8+azqo3/AMQWgo1o1Y5QKq0nTeGGpT/z6LgfxHj9Vyv4e/8AsjDS3N7z9FORHe0P6qhQ8EUuI1kDknd1XU+0SBjKk6y410WDefomtqKyxUm3hAuy7ZZ5BHENJx6Bo2ucdg/WJwWw5LZJxWNlR7crhR8h1/hYPut802ybuSKzMDWDEgaTzre7jw4bFYA9Bbm7c3pjsgpRttKy+RO0trVNHijU7c5MbWaIei8uCvX77pWO3kPtX8ytYv2XArJ7yP2ruZRzp6xkEdQ3wNigggigJOKfyVd7bunqoAKYyblpIeI/XmoqqzBk1B4qI1O6nbFZrK8qnXXNiOitlkKzVVbmlg8okO1RHGq5XBErgq5JgYWxioeVtxg1mjFCPfaBg4fFQbd/DljoFobXqom0wq1QqunLKIqtJVI4Zk2Pwg8qeq4WN2gju9FPZV3MATIwaPxgbfmAVZs8Je4NbiT4cUfp1FOOpAKpTcJaWSN2WEzP0YxT4nUwaPU8FqFx3WyCMMYOJJ1uO8neofJ67BG0AbNZ3lWSFCbq4c3pXAWtrdQWXyP4BROg9NGPSgdXWhzLuBV71FW+bWn8+pRFvdgnxQ1laveTA8isytrqyO5laFfMtGnHYVnMrqkneSjtktmwHfPdBEECgiAMAntzyUlHGoQQSS4Y6DxJGg3NbBhUjvVzsFpbT3h3hBBZ6vBZNJRm8EkJ2/E3vCSmlHxDvCCCq6ET62Iy2kfEO8KOtE7d47wggnRgjnIrt9EFpFR4KkZLOHbmu71C4gi1svjkgbcP5YGnWF4AGI7wpGOYHaO8IIIZKKyE1Ji7J2094d4SzLQ3eO8LqCj0o7Uzk1pHxDvCg7znAGsd4QQUkIrIyUngpN+2r2XY7D5KkIII7arEQBdvMzhKCCCtlM//2Q==&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERQUExQUFRQWGBcXFxUUFRQUFxcXFBUVFxUUFBcXHCYeFxojGhgXHy8gJCcpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PGiwkHyQvLCwsLCwsLCwsLCwsKSwsLCwsLCksLCwsKSwsLCwsLCwpLCwsLCksLCksLCwsLCwpLP/AABEIAKUBMQMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAAFBgMEAAECB//EAEEQAAEDAQQIBAMFBwQCAwEAAAEAAhEDBAUSIQYxQVFhcYGRIqGxwRMy0VJicuHwFCNCgpLC8SRDorIz0lOD4gf/xAAaAQEAAwEBAQAAAAAAAAAAAAAFAgQGAwEA/8QALhEAAgEDAgUDBAEFAQAAAAAAAAECAwQREiEFMUFRcRMyYSIjM4HwJEKRscEU/9oADAMBAAIRAxEAPwBSWALbgjWiFBrrRLhOBpcOcgD1nomas1Tg5PoH0465KIe0b0aFFoqVR+8Opv2RuPFFHSZWWi1KtStgDoOorKzqOrPVI0EIKnHCIKx8RaduY+n63qF1OclYttEnMbMwoQ/JetHRMC35ZppuHCeoz9kvvCar4EtPI+iVyc0xwz2yQVxD3RNB6OaJ2I1LQ10eGn43HkDhHMn0KAlek3XZW2ag2mPm1vO95GfQahwC7X1ZUqeOrONrS1zz2JjRgZ6zmeZz/XJcGgpjbA5zW7YntlKlrVABCzjSQ1llGo2Aoqtfw8lLVqBUa71FPckVH1sRI3e6HaM0Jrud9gEjmTA9SuDbMNfDvGXMEyiOi1P/AMruIHaT7pGg9NKo/BVrR1VIfsZKNOVq0NkjhPc5ek913djcWJ2yT5QFLVaJR8iynuCLVSyVP9nDsiEXtTYIHFYbGo7nTKAlK5KYdIxNcBraYy3HYeq3brQGtw6xGc5zOuUUq045pbt9TM/repxeSAqRBI3EjsYCO6KWYPrtJ1MaXdRAHmZ6IEc3OO9zj5lM2h2Tnn7g/wCy0dWTVBv4A6UU66XyM78zChYZeGjcSTuA/NZUrQCVFcDsWN5/iMDk385Kzw69i/RozJ2fqVWtVhzlEXVABA1Ku+0ALi+Z8Bf2acQ/XBJltshpVCw7MxxaflPqObSvQTaGh3MZcxsQbSixipRxj56Unmw/O3+4cuKQs63pTSfJlO6p64ZXNCk0q5YTkefsFRLlfsI8J5+wWjiCMY9D7AHV6lQ5wxrW8ASS4xvyATTaDCX9DDBqngwebvoit4Vtyzl5BQqtIetZOVNNg+21CTAQy9LrNSiQ3N7BjbxjWOoJ7BFqVLG4N2DNx9uqt0KPiLjyH1VdSdNqSO04qSaZ5s10iRtWItpNdPwa2Jo/d1SSPuv1ubyOsddyEhq09GqqsFJGfqQdOTizaxdYFi6nMncrdy13NrtwZlxDY4O/U9FSLka0Rs2K0YvsNJ6nwjyJXO4aVOTfYnRTc0kMFpc8fwnmFWk7UxNb/hR2mwtI3eYWXcexoFIE0LdAwnVsKrC0gPidermqd5U3sOUHkg767iXO2sEAffOr2HVSgs7Hz2eRht7ZYeR9ClJ+tNd5Ohh3kf5SjUPiS3DX9MvKDeIe6P7OnJssmkHxWgQTUAzAEzEDEOZ9Uokpm0SogDEdbnR0b+c9l2v4xdPMv0crNyU8L9jCylUwgxBUNotZGvJHmuEKnaabXawDzQLghZSAhtQ3qtWtM5IhXulh1SEEvoGzsL9bR/gKOjLwj1vYW78tJ+O3D/BBPP8AXqnHR58UHHe4nyC88Dy4lx1uzPVPtlPw7PTG1wB/qz9ErcRVKgo9Xgo0JOpWb6IZrstAFnbG3ETzxGfoobRbkA0YrueK1IScD5G4B4+oJ6oqbmqOOZaBwMlFSpvJfUkd/tBe5u4d+CvVbbIhV2XLGp3qqdqY+nsxD7uZHRRw+R7lFl9cJZvX/wAj90NPf85VuterQCSYjMzIjug37Sapc6Pm1DcAIE8fqvYRxufNgFrsk26Is8Dz+EdgT7pRpjIcgnTRWjFCftE/8YH1T948UMeAe0Wa2SW9rYGsMmNk8zCmuZ+CmBt3DM9EuaS1Tja3Yc+2rz9E16KWIGmC+S4gE57wh3R+0p92KOrmo49jKttO0FU61oc75WnsmepRbsACrV6S46UT1C1VNVoLsMgbAc0HvS/A+mWMk4hBO4HX12JlvqsKdJ53AnsF59SGQSFlQjUblLoUrqq4LC6nbQr9hPhPP2CpAK5Yzkefsno8weQ36KU8NOo46nOAH8oM/wDZS26vmSdilu2jho0m72hx/m8Xuqtqol7zAyEZcdizNzPXWk/k0VvHRSSJ7DXwty17TxP68lP+0rmz3W8jdzgeqqVbE4E59gqzTlzOmUgdpfag6z4dpezDzBz8p7pXV2+QfjuBJMNaWzsBGcdQqRWisqeikt+e4Jdz1VH8Gli6wrFdKh2XJq0GZlVdxaOwJ9wlMlMmjdvbTpwREkmYIG7Xq2KpeN+k0i3aLNQdGvXbzIQSzXwxxwg57kRpSd6Caa2YxgF3rEFKljM1Y2urCeTBi9G+aar3pGEq2OmRbQNgY5/U+Er2muZ9N8g1e1TLofRKVQpgvarrS5UKT4f7ZB1/7onZcnS4mYRTbtayerv8lKF3UPiVGN2TnyGZ8gmy6Le01H8SAOX6PovL6WcRXklZQ2cv0MYrE8vyXFRVKFc+IyCMRiMshlHHOc1KapRTL+CWMkt6XWcvoVANgnq2D7I7UrQEMtXjBX0XpaZ645WDzem7w9F6Bb3fu28Gt9AvP308Dns+ySO0hOt81sNEfhHoEje/UoYKVmtLkX//AOfCf2h+9zR2x/l3TeSl7Q+h8OysyzdLj11eUIua6p1mtbx02/wWKSenLJ31UKt1VT45ynrt5qrbXBcGdUhc0oZ/p6h/CO72j3Va66foiN/sx2eo3aWmOYzHmAh1zPlhdvA8wp/2HkV9QvlsFw3OcOzinDRur/pxwc72Puk5rpk7yT3cSmjR2p+5I3PPmGpa7T/86/QZa/nf7KV8UcdopDfinkIJ8pT5dTYaEsUbMHVcR2DCP5jJ8mjumdrMLQdiKlPMYx7CehapPuWKz81WtFTJY6rKHXhbQ0xPnn2KhhskgTpE/FQq/hd5ZpQYUyXvam/Aq5nORqjW2BHD80s09QS/D9otBl7zRKCrVldkeaphWrOUmg5noFgM0aX4Gf8AULVjeDVfyHqobvrf6en+ADtl7LLoYXPefwj1Ky9Rfcflmip7wXgYqYhsIXaTBKtVa5CG2mrJUWeqIl6RkftP/wBbf+zoQ8KxfdWbQT9weTnBVwForX8UQO5/KztYtStKyVznEmnRe1TTw7Wn1zHulMlELivL4NdjjqmHTqg5T0OfRVrmnrptfssW89E8j3QswDi8iDqgiCANgGvM5n8leFphD22rE4nKDHoAtVqqz+W+Y4kcW63A5Bo65oYKIxmoQMQaW5ADIkHZxC3VOay1O8BX3QlgXNILXAA2ucB0Bk/Tqh1Ry4varitGHZTgdcifM+Sx5TVnDTT8g11LVUGDRyx+F9Q7QWt/uPeB3V+4qX7sYhJcS/MbCcLSOjUNdanSGNyb8JrQBvcwO5a0SuW1f6aiTrDYnqQQd4n6jcTas3KTk/AjTgoRUUXTRlrQHubGr5SeOZErplkf/wDIT/KB6FXDd74BDQ6fsuHvCjtNB9MAuLWg5STiI25NaDJ+i5a33OuxSbYX/E+dxYNeUZnU0ep5hXq7mhsbea1RtIiBJH3sp6Ak9ztVO33iR8vh/Dke+vzUJy1MkhAvN4daKxGrEfLL2TJfzsXwaf2sA7wlN75c86yXOz35lO94Xe51SzVI8LXMD41gEtgx1ISFXC9PIfRy9eBkdayww1ksgCQ4ZEAZQR7qD9ufiM03R0cPI5ei6faDTcT81M6yP4Y1Ejcu6meYMhUsrsXkV6Vpb8RznQ04BmZadbsswh9ovlpMAOJ4AnzAhEHTPT3P1UFR28xzUcrsT5A+lXe94a5uFuuTtiNnXyVC7/DTqAfw4x/QSPZHwBniET/VGwcOu9LVIkWeu4iJNWJ2y8wR+tq+57L4I5xuB6Woch6Ji0XdIqDcWnuHD2CXWo7orUh9Qa5aPJw+qbu1miwa1eKqDTGeI+IAgjIznkeCNGtLIO5BLRk7mPMf5V2jWOHIwgM9RzBXo2Gm7MABzcjHkeRHuuLVY6f2G9gspVQaoxAAmRib4Tq1GMir77CMJLqgAAmcOziZU3Ub6kOQoX00Cm6GgTA1AZEgH1KDgo5ftrhkMlocQDMFxEEkExkMtQQEFL2Psb+Qq9f1okViicuqrBTUXK+mUh5u2iW2anO1uIcnOcR5Ke5iRij7XCdQ2LLurh9lpH7NMNP8sj2Vag7xu6e6zdbPqS8s0NL8aDFvrGDsSyKRMk1HmMiMR2bcoOaN16pw5IBfD2ts5eDhqOOHLUYOZjYQF9SzJ6V1PqjUFqYtWktNVxaAGjwiNsHxHv6LC5RMECBsXUrR046IqKAKktcnIklYuZWKZAjlabmVyV1TOY5j1UG9iSW4+2UwApqz8lTZUyWqlbJZo0iMo+Jx3D1Ud5Py/XBcUHRmYjxHjAhsqhe94AUy6NW/eYgDy7r7S28IjJ4WRQszpLnHWTn1zVtzlVsjYbzUpctDDaKQBJ5ZZ/bjgw5ZZA7QN3EfVMlyP/07OEj/AJFKUphuGv8AuiNzj5wVSvKaVPKXUu2tRueJPoHLLfTqORks3DWOXBd1LxNctcRAHyt57Tx1ckGtdTIq5YqngB4BEieFkIGtCH3hUylSPrZINflsw0nbzkOv5SpRWppH0mopsAXSwPqtnUXT7p7N4eFjTA+KDhP3g3EPRIt1ktqNgSc4kwJIOZO4eyMWStjpmiT4gcVN0x4hsnZOtI3FJyWeyD7aoo7d2NzLQSJzB7Qdvmt2e0MnC4Fp3gxJ4bJjhsVOzV5YCZk5md51qC1ZosRayHHWRh/3HjhLfoqlRwDgKezW85ungTq26kBslrcXOYT4REa5zGonajFIr7cio9zq0GBlmTq4kpe0jtYwspt1THMU9ZHDFA7ohelpcB4D4ycLebpE57gSUuXpUBqkNMtpj4bTvw/Merp7K1aU9dRPsV7qeimyAJg0T11d8N/uJ9PJL4Vu7LwFJ5keExMaxE59iUvcRcqbSC7eSjUTY23kPATtGfdcUK8gKj+1tez5pluz7QOfLYpLM+As+1jZj6ae6MtpjMaxt9Co213PjEeMbBkubdVyK0x0BeHnUG38/Njd0n0A90NCmt1XFUcd2XbX5nyUIKftY6aSQHcy1VGdKSkVFKkpFWkVhx0WfNncNfjIHAYWk+ZKne7C8bjl5T9e6EXFb8LA0HOXvcDuww2N5mPNX69YkgGMi3L+UygLlYqsetn9tFu0WjJJt7VCa7hOQaOUnWfIdkz1KmSUbXUxVqh4gdgulks1cnO9eKZysAWgslOAp1KxcysXx4b+DxXVKxlzg1slxIAA1kldwvQ9DtHBRaKtQTUcMh9hp2fiO3sqNxX9KGevQt0qWuWCvVuM06bS53iMAgDIazr6KoLFJgk9gm28qQe2N2Y6JcqNhxG0eYWbc5dx2GGimbmgOhxz4DZsSdf0mrgJyYAQN5dmSeOxeiNMtK8/vmnFrfI2NLeUf5ViylKdXGTjdqMaecFP4C06grDWrbhqWkyBFYWYolc1MhxaP4h5ifZRQmi4LgLWCs8QX/INzY+Y88o4c1TvKqhSeS1bRcqiwUK92vOWXdT2O76kBuUxvR1ljJOFokopY7rwZnN3kFnVWkxuSihXtFzVWgThzE6/yQK9dHq1QtjBhH3tvZP17GIPMe/1Qp4gqcbiUHlEHSVSOGed17C5jyx0TE69hVqxWN73YWfMBOuNUZyUU0ks+HDU3Ownk781rRtv7/8AlPq1OUrlzoOp1QVUoKFZQ6B+wXNWe0AATGfiHVc17lrfZH9QTdo9SkE9Ous+yntllg8DqQkqkuYmms6TzyzXBXa9xc1sE5eMHYArdppPptJcMgM4zMcgmirRVc2XsoeszrhYPPrZehc5vw8zsJygmII461RpXa+cMCZw5nbx+q9AsuiVEmcBiSSJMZ8FVvexNpvECIGXDIK7SvJU1iKRTqUFUeJMSXWctMGMiRrnUprBc7qxOEgRvnbO4LdpEvdntP5o/o3SimTvJ7DL2KTubiVOiprm8FGhQjOq4vluc3Vo+6niBc3ONQJ1Tv5olRugvdhDhPI81LWqwCUVuWjhzd8zpPTKB2hByrTm9UhfRGlHCA9o0NqO/wBxnZyrWrR97MsQ4GDCe8KgtdnBYZUHOfQipLqeYM0Yd9scTDte1VbbdnwnBrj8zcQIGREkbTsI8wnqz2T5htxR+ar6V3OH2fE356ILm8WgeNnUCebQr1vxCrrSqcipXtaenMOYiPpCDme35rdnGS6cMunstWfUncsLSJ6NZzDLTB1TknizWBmEEtE70n3RZviVWjYDiPJufrATtUfDUHxOf1xiuYvYReltlS1WduoN9VBYNHaLqkFgMhzjm7XlxVhjiSABJ28OaN3fQDc9uroj4SnHdNot1FFrDR5pfF2us9Z1N0kHxMdvYfcHI9FVC9M0vuEWij4YFRniYeP2TwcMu25eY03yJzHDdvC0FnXdWGHzQJXpKDyuR3CxYsV3cr7HQMEH9ZbF6jZbxa5oc05HMdV5YSmvRyzA0mzImT3JRnEIrSmXrPeTQyvtheYb1P62qneNmgYtZHmNyu2eztAjPmorc2Bk7uEMJpNA2zVMylTSylFek7eHNPQz/cmWyjMjcg2l1LFTDxngcD0OR8yFO1eisj25jqpMCgLhxzC6nauJ8QWnM71CN0Umur0mv+UvAI3idXXV1XpFeuDHl9F5ZijMZRtTVo7e9Ss6HYfDGcZmZ+iL4hSckp9EX7SaT09RrsMNk7Tr+iuYpEoPWc4Olue8Ba/bKuxp/XJEYQg0ye84LS0nX+pS/SqE5O1jWjD3QJcDPKEqi+mutL2jIDKd7hsHQ6196bknhcicJ6Xh9TnSlk0HcIPYgqlo9/5Z+6T6IjfQmi8fdd6IZo+/xT9w/wBqv2j/AKeaKtyvvwZ6losYs4J2lx/5EeyI2iCEk6NaQNLXUSYdTJMb2uMgjrI7b0Yq3rxVaUe5Lqye0DNdUaOLJUaL3OzJjcPdSMteB0FctKydXJ4DDaAAgJQ0uEPHFp8j+aPOvCRrSpfluFR7s5wNwnmcyPTup6cEYcxTJ183epTPdTMNNo4DzEn1StTz6+6cLOPC4btSQ4i8RjEr2CzKUgbeN6gVqbNecu4DU3z9E20rQCwEaxvXmbKhxvcfmxn/AIGAF6XdNbFTadYICrV6PpQg+51hU9WcvgnZewjcqte8y7Jp67lffZWnOB2CiNIDYFVydtBV+IGfxZnedaHaR321tJ7QQXOaWtG8uEdhMkqxerwGGdWcg7l53ZzlO+SORJI8lbs6KrSbfQrXM/Sjt1JcMNjcI7BZQ2rbtRWqPstAEoY9FrNk5525DkNfn6Irba0R6KC6Y+CzDl4R3OvzlSudNYciRzkfmstcSdSq2+5oqMVCmkuwQu5oa3P5jmeamqWvAZ2K3YwMOoHoFTt9Ibh6LnkjpNW+/mNYXPdAA78BvJ3LzRhJknIuLnEbsTiY80S0nyqUwNmI+QHuhwKd4fTShr7hV3L6tJ2tLFiSwUjgpz0fd+4p8vQlJcpzuAxQYOHrmi+I/jXkRsV9b8DHQ1KpeMwYVqzvEKK8Xw1Bti2BfoH5hvyQ3SirFBwGU4R/yB9lbs1Txu5+wQvSt/hY3a5/oPzC60Y5qpfJGs8Un4BQGQHABctOfVdPXLRq5/VakzZK4o9oe7xv5N9Sl8lMOiNLN55Dtn7qnevFCX86lu1WaqHBrlOK2SrUW5ZqZjVnBpgjSK8PhUnuMwATHsvPrCHF7Sfmc6SeJPsMk/6R2P4lGo3e1wHOMkjXEcT2HhPWI9UlZyiqc5dcFK4TdSC6ZGK8agwkHUGknjw9UE0fGY/B7tVq/wCvFN290DuYVW6jDj+A/wBq9tY/Ymz25l96CC2jhBtVZsAyxp6hx/8AbyTXRsLJktk7jJCUNBml1eu/ZETzdl5NTwCuNf6Xj4X+idP6sv5ZbpkbgqdvoMdrEcRkQpTVVO1VVWOqQHvF/wAJjnY3QATOQOQnYgd0UZaBwznedfNEtLJ/Zah4NHQvaD5Knc/yrr/Zk8XuwAw2C4biR2JCa6D/AA9EquMl3Fzv+xTJYHTSby9lev1mnB/zkVLF4qSQslk1KgG2oe5helXNRwU2t3ABI1wWT4lpfua9xPkB+uCe7PVjIiFXu6mYwh2R2t6e85d2XQoq7oXYqBVrRUVLoWkha0utR+A4DbDeWIgHyKVWDYmjSNmKk4DaDHMDJLFIyAd+fdM8Ma0PyF36epHTxkVHSUh2rihtSgchvuU/umfhCnsxxVjwHqQqVxVJoN4SPMq3dVMuc88Y7f5WVrLFSXlmkpPNNeEMtlEBUbxOauA4WjIoZb665MkkJWkb5tAH2WT/AFO//KpAKe+HzaHn7rP7lXBWns1ijEAunmrIkWlrNYrRWIjrTfcmbGAGIaPTYk/nq28tq9F/dfFApMLRhk+KACcxAzyghE8Rf0pCdhtJl+yURlOccl3b2gghdNDW7+4+ipWu0NP2j1HsEKK9QB8OKjo3oDpC+bQwfZaT1JP0CY2tmqQABq9OP6ySjbn4rRWJ2HD0H+FesY5rZ7Fa8liljuRkyV1u5qMFd7QtABHRTRcAw0p26z1M+iWAJy6L0Ky3CXsa+k4YiIc12QlpIkEDdCM4hLMVD9iNkkpOTJaVdS/tW7Pko3XDWY0ucRhGuHCM+qls4kRLctzmnyBQso4FsxfIiq0SWnEdaQ7us2C0VmDUwkjk6CPdPVuqwDLh5n2SvY7O34r3t1ugGd7ZHpC6U56YyXdf9ITjqlF9gXfz5exvNx6ZDz9FUFfDiP3T7Lduq4q1U7jgHJmvzlV/h4nNb9pzR3OpOUKWKCi+oPWqZral0HnRGx/CoCfmd4j1Agdo7lHRUQ4jDmNWqOWQ8l3Tr7ihZy1SchaEFGKSCUBVqoChdXdIiMO3eo6lZcySRBetIPpOadRBHcQgV0+GiSdgz5gZo3VdjEDVtO/l9UJtJDadcjV4z3J9ypxzjSePZ5AFDV+tqY7lM0jwP0Pul2iUxXQMNHX8zvIZfVMX6Xo/4CbFv1TvRuyua+q6B43ugbYbEnlJI6JjDMXPeEt2Ou5tWNg1fza/MeaaadpJaSYPPM99fmhZyy8jMY6SuauEwe/1Ve11fCYUzXtLm48mkiSCchOZzmUQtGjtGCfiOHRu9eKOpbH0qijzFC3mYaM5y3pWs48LeQ8k+3pZ6NJpawFzjrqOOcAgnDAA4JEomRO+T3JKV4ds5IMvmpKLOnaiuaByK245LVPUlgxB/RatLXt4z3EH0Ru5yW4oE+I5SJ2bPog+iNMBlR5GWICfwgmPNW7JULi52oFx+nss5d49aWDQWufSWRnfXluojgcvVAb0OUopYLYYiT5qhe9Yl9PJrgXNkENzzGRMbVV6nfkItqqYq1Q8Wjs0fVctVq+7QH2qs5oAaHYGgCBFNoZkOYKqgrT0FinFfBnKzzNslxLS5W12ORC5OdxVSWtcdeFo/pAHskolN9yv/ds/CPRF8R9i8iVh734GKs+QFVquACxtVDbwtpHyguOxrcyTuHFC4y9hjZbkVjdL3E7XHsCAli/MrVW44Y/pA9USpXp8MAPDmPIxloGYDnHCM9ToAMGNXFB7fbDVqh5AECIGe0mSd5JStnSnGplrYNu6sJQwnuchbB8XRchc0j4imAksMOY5j1XoN11vCWzEZ+zvZedh2fX3ThZbUWkOGz9R1RN+8Si/IlZx1Rkgra7aS7ACYGvM5k+sCO5UlmfE8UHo2jE953uJ7nUrwqomTyxSEcIrXk+TwVGxty1ayT5/mur5teCm5x2A/klype7iAGy3mZjMFsbNi7UbedT2nOrWhS9xXqHx1I1fEf8A9irdw2cPrMk/Kcf9JGSHPMDuepV26rT8OqziQ3uR9E9UTVFpdgODTqpvuegVHl2Zg+R7jX1lW6Oj7arQ6nVAcRJa4ajtEjX2QujVyViy3hgOuAdu47e/qBxQMWs4Y3NNLMS27RyuNTqZ/md/6rBowf8AcqsA2xMddS6q2l4MYzB4nMKlarQJw/1HeRs6evJTkkkcYznLY0WNEiCRqmRHSNY6pfvoYaFU/bcByAc0QPNGatWAl++602fXkXZcSKsHtgKjRWai8o6VdoN/AGs6NWW3hrA3XDXPPCXw0dZPZA7O7Wtzmnq9H1o6cg1Cr6UtWBksjw57vuug9M/QhHKdUxASncNXxOG/PrtPomOnVQFen6c3Eeo1PVhqO7Q+AiFgtnxKWZzaYcT90ZuPSCg9rq5FQWK2HAW6gXE89WvhkuUHjJ7Uhr2Mv60+F5GQDXR0BieO3qlWmIAG4Ixf9b93h+0QPOT5AoOCmOHR+mUgq/a1KK6GOXLNq2Sss1pLDiaYI280k842D44zuMVlaaVnDDk6XOdwnMA8YidysXVU8DRwS3QvlwJLgH6iASQBE7tevyCLXJXBHhbhEwGyTEbic4QVzQnHM5dWO21eEsQj2GSk6Ag9+WktY54ObRiHNuY81f8Ai5IHpPaIouG+G9zCqQjmSRaqPEWxdo6hy89p7qQKNoXbStSjMncLFtYvjwr60z3I4/Db+tqxYjeIfjXkQsPe/AVc/JL19W99PC5hgl0TAMAgzE7eKxYjLdJ1EmJV3imwKScySSTrJkkneSdZXFMSSsWLRozzO27VxQ2rFikeHaaLM6WA8AsWIriHKIpw/nIyyv8AEVf+IsWId8xVC5pPWJDG7C7PpnCENWLE9Yr7QJev7hy/WFbsUY2gicWXIyCHDkQsWK1UWYPwVaW00ONCplzWqj1ixZtmhRjLzc1gaBmPCHbgAD3zjot0XLFilIhFJZwRW+sQDwCXrykMYyThD6hAJnNsNy3SSXHiVixWbNZqI4XP42VKLVshYsTwGXboP7zofZMDXLFiDv8A8v6Q7Y/i/ZXt7oao7H8oW1iodC71BN8umo0bg49ch7lVAFixP2S+ygC8f3WcvUQ2raxXCoiJoTLcdOKTeOfmsWI7iHsXkRsPe/AUcckt6Svn4Y3un+kFYsRlt+WIjc/ikDAF3KxYtGZ46Wlixenh/9k=&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTCR844i-9JjFbJ_pdSCSOsPbnzdiBmJSXrwUBCfots1itRE5mnurPUtKk&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTCR844i-9JjFbJ_pdSCSOsPbnzdiBmJSXrwUBCfots1itRE5mnurPUtKk&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR4NN7EJCCp6WDaOTlmXRx35kjpncoIvqwJbYawgD_QcJjQ0hAWzw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR4NN7EJCCp6WDaOTlmXRx35kjpncoIvqwJbYawgD_QcJjQ0hAWzw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQah1M7QBm5G5Sr3apEHfyqH54NFHiuqqE85moHB-RGRZtgDHrQTHDxAqo4&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQah1M7QBm5G5Sr3apEHfyqH54NFHiuqqE85moHB-RGRZtgDHrQTHDxAqo4&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQWhH5xe259raecQKgD2rPZatHYjGNbbKgMhKa-fcvSJyMMvcQlog&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQWhH5xe259raecQKgD2rPZatHYjGNbbKgMhKa-fcvSJyMMvcQlog&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRJzloxWOxQi9opaEWPtQSMLDM-hkKV4Wcduoa1BsYLicJqZHjQSQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRJzloxWOxQi9opaEWPtQSMLDM-hkKV4Wcduoa1BsYLicJqZHjQSQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSOQLniEUlmvfJU9cwSbJdERfcq-9rA5etBI-27WlFdfHvtMaJU6Q&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSOQLniEUlmvfJU9cwSbJdERfcq-9rA5etBI-27WlFdfHvtMaJU6Q&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRRqx-ofzqButk1Gv5AOfQxGrCBlCLChv3Rs68lHQLokB7BQQ4kfA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRRqx-ofzqButk1Gv5AOfQxGrCBlCLChv3Rs68lHQLokB7BQQ4kfA&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQvKo22IV0t0HCwpho9F5nYowAkdGc4Bw4W6gaoBxyZXArSNtir&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQvKo22IV0t0HCwpho9F5nYowAkdGc4Bw4W6gaoBxyZXArSNtir&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIV21u8PzBjjce4baOLUTY25JHvgpYhidUkK3egYLzQRQYMZL5&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIV21u8PzBjjce4baOLUTY25JHvgpYhidUkK3egYLzQRQYMZL5&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRsPAXQaAkBZ-I_C-tRfFWCUuvTVTljmemTQM3B2CWF50l0Zp3qVyzdWQE&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRsPAXQaAkBZ-I_C-tRfFWCUuvTVTljmemTQM3B2CWF50l0Zp3qVyzdWQE&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQHIwurbskjl0ihYxPIBVZ_Rqb5CnOU3gMV7tGVV4Eao4DZCHfuzA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQHIwurbskjl0ihYxPIBVZ_Rqb5CnOU3gMV7tGVV4Eao4DZCHfuzA&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/5241792402094429758/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/04/mini-tummy-tuck-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/5241792402094429758'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/5241792402094429758'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/04/mini-tummy-tuck-surgery.html' title='Mini Tummy Tuck Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-8552027759186335564</id><published>2011-03-28T13:45:00.003-07:00</published><updated>2011-04-01T12:26:53.226-07:00</updated><title type='text'>Gastric Bypass Surgery  For Weight Loss</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Gastric bypass&lt;/b&gt; procedures (GBP) are any of a group of similar  operations that first divides the stomach into a small upper pouch and a  much larger lower &quot;remnant&quot; pouch and then re-arranges the small  intestine  to allow both pouches to stay connected to it. Surgeons have  developed  several different ways to reconnect the intestine, thus  leading to  several different GBP names. Any GBP leads to a marked  reduction in the  functional volume of the stomach, accompanied by an  altered  physiological and physical response to food.&lt;br /&gt;
The  operation is prescribed to treat morbid obesity, defined as a BMI  greater than 40, and also to treat type 2 diabetes, hypertension, sleep  apnea and other co-morbid conditions.&lt;i&gt;Bariatric surgery&lt;/i&gt; is the term encompassing &lt;i&gt;all&lt;/i&gt;   of the surgical treatments for morbid obesity, not just gastric   bypasses, which make up only one class of such operations. The resulting   weight loss, typically dramatic, markedly reduces comorbidities. The  long-term mortality rate of gastric bypass patients has been shown to be  reduced by up to 40%; however, complications are common and surgery-related death occurs within one month in 2% of patients.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Gastric bypass&lt;/h2&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5056347888872375382&amp;amp;postID=2062913561358670687&quot; name=&quot;hw252822&quot;&gt;       &lt;/a&gt;                 Gastric bypass surgery makes the stomach    smaller and  allows food to bypass part of the small intestine. You will feel    full  more quickly than when your stomach was its original size, which  reduces    the amount of food you eat and thus the calories consumed.  Bypassing part of    the intestine also results in fewer calories being  absorbed. This leads to    weight loss.&lt;br /&gt;
The most common gastric bypass surgery is a Roux-en-Y    gastric bypass. &lt;br /&gt;
In  normal digestion, food passes through the    stomach and enters the     small intestine , where most of the nutrients and calories are absorbed.  It    then passes into the    large intestine  (colon), and the  remaining waste is eventually    excreted.&lt;br /&gt;
In a Roux-en-Y gastric  bypass, the stomach is made    smaller by creating a small pouch at the  top of the stomach using surgical    staples or a plastic band. The  smaller stomach is connected directly to the    middle portion of the  small intestine (jejunum), bypassing the rest of the    stomach and the  upper portion of the small intestine (duodenum). &lt;br /&gt;
This procedure  can be done by making a large incision in the abdomen (an    open  procedure) or by making a small incision and using small instruments and  a    camera to guide the surgery (laparoscopic approach).&lt;br /&gt;
See a picture of a    Roux-en-Y gastric bypass &lt;br /&gt;
&lt;h3&gt;What To Expect After Surgery&lt;/h3&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5056347888872375382&amp;amp;postID=2062913561358670687&quot; name=&quot;hw252826&quot;&gt;       &lt;/a&gt;        Most people can return to their    normal activities in 3 to 5 weeks.&lt;br /&gt;
After surgery, you&#39;ll need to    make big, permanent changes in how you eat: &lt;br /&gt;
&lt;ul&gt;&lt;li&gt;You can eat only a few ounces of food at a     time. Your new stomach will only hold a tiny amount of food.&lt;/li&gt;
&lt;li&gt;You     must eat very slowly and chew your food to mush. Otherwise, you may vomit often     and have pain.&lt;/li&gt;
&lt;li&gt;You won&#39;t be able to drink for 30 minutes before you     eat, during  your meal, and for 30 minutes after you eat. There won&#39;t be room in      your stomach for both drinks and solid food.&lt;/li&gt;
&lt;li&gt;You probably will need     to take vitamins and supplements. &lt;/li&gt;
&lt;li&gt;You may have to avoid foods that     contain simple sugars-like  candy, juices, ice cream, condiments, and soft     drinks. Simple sugars  may cause a problem called dumping syndrome. This happens     because  food moves too quickly through the stomach and intestines. It can cause      shaking, sweating, dizziness, rapid heart rate, and often severe      diarrhea.&lt;/li&gt;
&lt;/ul&gt;&lt;h3&gt;Why It Is Done&lt;/h3&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5056347888872375382&amp;amp;postID=2062913561358670687&quot; name=&quot;hw252830&quot;&gt;       &lt;/a&gt;        Although guidelines vary, surgery is    generally considered when  your    body mass index is 40 or higher or you have a     life-threatening or disabling condition related to your weight.&lt;br /&gt;
Your doctor may only consider doing gastric bypass surgery if you have    not been able to lose weight with other treatments. &lt;br /&gt;
The following    conditions may also be required or are at least considered: &lt;br /&gt;
&lt;ul&gt;&lt;li&gt;You have been obese for at least 5     years.&lt;/li&gt;
&lt;li&gt;You do not have an ongoing problem with alcohol.&lt;/li&gt;
&lt;li&gt;You do not have untreated     depression or another major psychiatric     disorder.&lt;/li&gt;
&lt;li&gt; You     are between 18 and 65 years of age.&lt;/li&gt;
&lt;/ul&gt;All surgeries have risk. And it is important for you and    your  doctor to discuss your treatment options to decide what is best for     you.&lt;br /&gt;
&lt;h3&gt;How Well It Works&lt;/h3&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5056347888872375382&amp;amp;postID=2062913561358670687&quot; name=&quot;hw252841&quot;&gt;       &lt;/a&gt;        Most people who have gastric bypass    surgery quickly begin to  lose weight and continue to lose weight for up to 12    months. One  study noted that people lost about one-third of their excess weight     (the weight above what is considered healthy) in 1 to 4 years. Some of the lost weight may be regained.&lt;br /&gt;
The    laparoscopic approach showed similar results, with 69% to 82% of excess weight    lost over 12 to 54 months.&lt;br /&gt;
&lt;h3&gt;Risks&lt;/h3&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5056347888872375382&amp;amp;postID=2062913561358670687&quot; name=&quot;hw252845&quot;&gt;       &lt;/a&gt;        Risks common to all surgeries for weight loss    include an  infection in the incision, a leak from the stomach into the    abdominal  cavity or where the intestine is connected (resulting in an infection     called    peritonitis), and a blood clot in the lung (pulmonary  embolism). About one-third of all people    having surgery for obesity  develop    gallstones or a nutritional deficiency condition such    as     anemia or    osteoporosis.&lt;br /&gt;
Fewer than 10 out of    1000 people die after weight-loss surgery.&lt;br /&gt;
After a Roux-en-Y gastric bypass:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;An  iron and vitamin B12 deficiency occurs more     than 30% of the time.  About 50% of those with an iron deficiency develop     anemia.&lt;/li&gt;
&lt;li&gt;The connection between the stomach and the intestines     narrows  (stomal stenosis) 5% to 15% of the time, leading to nausea and vomiting      after eating.&lt;/li&gt;
&lt;li&gt;           Ulcers develop 5% to 15% of the time.&lt;/li&gt;
&lt;li&gt;The     staples may pull loose.&lt;/li&gt;
&lt;li&gt;           Hernia may     develop.&lt;/li&gt;
&lt;li&gt;The bypassed stomach may enlarge, resulting in hiccups and     bloating.&lt;/li&gt;
&lt;/ul&gt;&lt;h3&gt;What To Think About&lt;/h3&gt;&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=5056347888872375382&amp;amp;postID=2062913561358670687&quot; name=&quot;hw252854&quot;&gt;       &lt;/a&gt;         Gastric bypass surgery may    increase your chances of living  longer. Some studies show that people who have    weight-loss surgery  have a smaller chance of dying of heart problems, diabetes,    or  cancer.&lt;br /&gt;
In a gastric bypass, the part of the intestine where many  minerals and    vitamins are most easily absorbed is bypassed. Because  of this, you may have a    deficiency in iron, calcium, magnesium, or  vitamins. This can lead to long-term    problems, such as osteoporosis.  To prevent vitamin and mineral deficiencies,    you may need to work  with a dietitian to plan meals, and you may need to take    extra  vitamin B12 as pills, shots, or nasal spray. &lt;br /&gt;
There is also    a  possibility that you may develop gallstones after gastric bypass.  Sometimes    the gallbladder is removed as part of the surgery. But if  your gallbladder is    not removed, then you may need to take medicine  to prevent gallstones.&lt;br /&gt;
Early  studies of the    laparoscopic approach to surgery for obesity suggest  that it reduces recovery    time and postsurgery complications&lt;br /&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Gastric Bypass Surgery&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;Roux-en-Y  gastric bypass surgery uses a combination of restriction  and  malabsorption to ensure a significant weight loss.&amp;nbsp; During the   procedure, the surgeon creates a smaller stomach pouch.&amp;nbsp; The surgeon   then divides the small intestine and attaches it to the pouch.&amp;nbsp; The type   of connection bypasses a large portion of the small intestine, which   absorbes calories and nutrients.&amp;nbsp; Having the smaller stomach pouch   causes patients to feel fuller sooner and eat less food; bypassing a   portion of the small intestine reduces the amount of calories that can   be absorbed by the body.&lt;br /&gt;
The physicians in the Michael E. DeBakey  Department of Surgery  perform the gastric bypass laparoscopically.&amp;nbsp;  Using this minimally  invasive approach, patients heal faster and are  able to return to their  normal activities more quickly.&amp;nbsp; They also have  much less pain,  infections, hernias, and overall complications.&lt;br /&gt;
Laparoscopic  surgery involves making a series of small incisions and  inserting long  tube-like instruments through them.&amp;nbsp; The abdomen will be  filled with  gas to help the surgeon view the abdominal cavity.&amp;nbsp; A camera  will be  inserted through one of the tubes that will display images on a  monitor  in the operating room.&amp;nbsp;&amp;nbsp; In this manner, your surgeon will be  able to  work inside your abdomen without making a larger incision.&lt;br /&gt;
Specialized  instruments are used to&amp;nbsp;laparoscopically perform the  Roux-en-Y Gastric  Bypass.&amp;nbsp; This&amp;nbsp;is the same gastric bypass as has been  performed with  the traditional open approach (large incision), but with  superior  results.&lt;br /&gt;
&lt;h3&gt;&lt;i&gt;What happens after the surgery?&lt;/i&gt;&lt;/h3&gt;On the  first postoperative day, you will undergo an upper GI to  confirm that  there are no problems.&amp;nbsp; Following this test, you will begin  drinking  and be discharged the next day.&amp;nbsp; A follow up appointment will  be  scheduled in one week and then every several months afterward to  ensure  that you are enjoying success.&lt;br /&gt;
&lt;h3&gt;&lt;i&gt;What are the risks associated with a Roux-en-Y procedure?&lt;/i&gt;&lt;/h3&gt;As  with any surgery, there are risks such as bleeding, infection, or  an  adverse reaction to the anesthesia.&amp;nbsp; Other risks include anastomotic   leakage, deep venous thrombosis, pulmonary embolism, follow-up   operations to correct complications, increased risk for gallstones and   nutritional deficiencies such as anemia.&amp;nbsp; Your surgeon will inform you   of the risks prior to surgery&lt;br /&gt;
&lt;h3&gt;&lt;i&gt;When can I expect to return to work and/or resume normal activities?&lt;/i&gt;&lt;/h3&gt;Light  activity at&amp;nbsp;home is encouraged after surgery.&amp;nbsp;&amp;nbsp;You can expect  to  return to normal daily activities, such as showering, and walking up   stairs within a few days.&amp;nbsp; If you are taking narcotic medications for   pain, you should not drive.&amp;nbsp; Return to work following a laparoscopic   gastric bypass is usually&amp;nbsp;between&amp;nbsp;2-4 weeks.&lt;br /&gt;
&lt;h3&gt;&lt;i&gt;Who is a candidate?&lt;/i&gt;&lt;/h3&gt;The general criteria used to determine whether you&#39;re a candidate are listed below:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;BMI &amp;gt;40&lt;/li&gt;
&lt;li&gt;BMI 35-40 with co-morbidities (other medical conditions such as diabetes, heart disease, etc)&lt;/li&gt;
&lt;li&gt;Well-informed, motivated patient&lt;/li&gt;
&lt;li&gt;Previous attempts at medical weight loss programs&lt;/li&gt;
&lt;li&gt;Absence of endocrine orders that cause obesity&lt;/li&gt;
&lt;/ul&gt;Body Mass Index, or BMI is a tool for indicating weight status  in  adults.&amp;nbsp; For more information on BMI, or to calculate your BMI,  visit  the CDC&#39;s website.&lt;br /&gt;
&lt;h3&gt;&lt;i&gt;What can I expect as a patient?&lt;/i&gt;&lt;/h3&gt;&lt;i&gt;Step 1&lt;/i&gt;: &lt;i&gt;Submit Questionnaire:&lt;/i&gt;&amp;nbsp;  The first step is to  call the Bariatric Coordinator at Baylor College  of Medicine&#39;s  Comprehensive Bariatric Surgery Center and obtain a  packet of  information and questionnaire.&amp;nbsp; The phone number is  713-798-5662; please  ask for Monica&amp;nbsp;Flinn.&amp;nbsp; The questionnaire is a  detailed document  asking&amp;nbsp;questions about your medical history and  previous weight loss  attempts.&amp;nbsp; You will need to fill this out  completely and accurately and  mail it back to the physician&#39;s office.&amp;nbsp;  Once the physician and his team  reviews your questionnaire and  considers all the factors involved&amp;nbsp;with  your case, they will notifiy if  you can proceed to&amp;nbsp;Step 2.&lt;br /&gt;
&lt;i&gt;Step&amp;nbsp;2&lt;/i&gt;: &amp;nbsp;&amp;nbsp;&lt;i&gt;Obtain referral from your Primary Care Physician&lt;/i&gt;   (PCP) prior to attending our patient information session.&amp;nbsp; In order to   attend the information session we will need you to obtain a clearance   letter from your PCP.&amp;nbsp; At this time you should also contact your   insurance company to verify that weight loss surgery is covered.&amp;nbsp; If   they say that they do NOT cover it, please inquire whether they have any   exceptions to that policy.&amp;nbsp; Often if you have certain medical   conditions they will cover the surgery.&lt;br /&gt;
&lt;i&gt;Step 3&lt;/i&gt;:&amp;nbsp; &lt;i&gt;Attend patient information session.&lt;/i&gt;&amp;nbsp;  The  next step is to attend one of our free patient information  sessions to  assist you in determining whether weight loss surgery is  for you.&amp;nbsp; You  are encouraged to bring a support person to this  session.&amp;nbsp; These  sessions include detailed overviews of teh surgery,  preparation for  surgery and postoperative follow up.&amp;nbsp; You will hear  from the surgeon,  psychologist, nutritionist, nurse practitioner,  financial specialist,  and our bariatric coordinator to ensure that all  your questions and  concerns are addressed.&amp;nbsp; The psychologist will  inform you of support  groups, emotinal eating classes and other  strategies for success.&amp;nbsp; Our  nutritionist will explain all the  nutritional changes to expect and  answer any questions you may have  about diet, eating post-surgery, etc.&amp;nbsp;  This will be the same nutrionist  you meet with for your nutrition  consult later in the process.&amp;nbsp; We  then have a patient financial services  representative take you through  the financial process and an insurance  specialist to advise you on how  to get the surgery covered by your  insurance company.&amp;nbsp; Finally, you  will meet former patients who have had  the surgery and hear their  stories and ask them any questions you may  have about life after  bariatric surgery.&lt;br /&gt;
&lt;i&gt;Step 4: Begin preauthorization process with insurance company.&lt;/i&gt;&amp;nbsp;   There are many types of health insurance policies and many have very   strict guidelines for reimbursment.&amp;nbsp; Contact your insurance company for   verification of coverage and review your particular policy&#39;s guidelines   and referral requirements, as well as co-payments.&amp;nbsp; During this step  you  will work closely with the physician&#39;s office to assist you with   meeting your insurance company&#39;s requirements, including documentation   to get your surgery approved by your insurance company.&amp;nbsp; Generally   documentation about past weight loss attempts are required.&amp;nbsp; Obtaining   this information may require some persistance.&amp;nbsp; Persevere - it will be   worth the time and effort.&lt;br /&gt;
&lt;i&gt;Step 5:&amp;nbsp; Meet with surgeon and set surgery date&lt;/i&gt;.&amp;nbsp;  This is  fairly straightforward - you meet one-on-one with the surgeon  to asses  where you are in the process and further discuss the details  about the  surgery.&amp;nbsp; This is an opportunity for you to delve into the  details of  your personal case and&amp;nbsp; ask any questions you may still  have.&lt;br /&gt;
&lt;i&gt;Step 6:&amp;nbsp; Preparation for surgery&lt;/i&gt;.&amp;nbsp; Once a surgery  date has  been decided, our team members will work with you to set up  your  necessary appointments.&amp;nbsp; Everyone will need to have a chest x-ray,  blood  work, nutrition consult, and psychological consult.&amp;nbsp; Certain  patients  will also require a gastroscopy (EGD) or upper GI (UGI).&amp;nbsp;  During your  meeting with the surgeon, we will also decide if additional  medical  clearance is necessary from a cardiologist, pulminologist or  other  medical specialist.&lt;br /&gt;
&lt;i&gt;Step 7:&amp;nbsp; Day of Surgery.&lt;/i&gt;&amp;nbsp; Prior  to surgery we will step you  through all detailed pre- and post-surgery  instructions.&amp;nbsp; The day of  surgery you will come to the hospital early  with an empty stomach and  let our skilled clinical team prepare and  care for you!!&lt;br /&gt;
&lt;i&gt;Step 8: Begin the process of healing and feeling better&lt;/i&gt;.&amp;nbsp;   Successful bariatric surgery begins in the operating room, but it ends   in the details of your daily life.&amp;nbsp; It is important to be prepared   physically and mentally for the life changes you are about to   experience.&amp;nbsp; After surgery, staying hydrated is essential.&amp;nbsp; Careful   attention to nutrition and keeping a close relationship with your   nutritionist is essential.&amp;nbsp; It is easy to become nutrient deficient if   you do not comply with post operative vitamin supplementation.&amp;nbsp; Exercise   is another vital component to your success.&amp;nbsp; Simple walks and   controlled exercise are important&amp;nbsp;as your body begins to loose weight.&amp;nbsp;   Remember our team of exercise specialists are happy to help you create   the right exercise plan for you.&amp;nbsp; &lt;br /&gt;
&lt;h3&gt;&lt;br /&gt;
&lt;i&gt;Will my Insurance Company pay for the surgery?&lt;/i&gt;&lt;/h3&gt;Many  insurance companies will pay for this surgery.&amp;nbsp; Some will  require  extensive paperwork in order to do so and some will require you  to meet  certain criteria.&amp;nbsp; The best place to start finding out your  insurance  plan coverage is to call them and ask if they cover bariatric  surgery.&amp;nbsp;  If they say no, ask them if there are any exceptions to that  policy.&amp;nbsp;  Every company has an exclusion section that explains what the  company  will or will not pay for.&amp;nbsp; In our patient information section we  have a  document about how to make an appeal to your insurance company  as well  as a sample letter.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhMSEBUUExQWFRQVFRUXFxUWFxgVFxcUFxQVFBQUFxcXHCYeFxkjGRQVHy8gIycpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PGikkHSQsLCkpKSwpLCkpLCkpLCkpLCwpLCwpLCwsKSksKSkpKSwpLCkpLCwpLCwsLCkpLCwsKf/AABEIALcBEwMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAADAAIEBQYBBwj/xABDEAACAQIDBQUGBAQDBwUBAAABAgADEQQSIQUxQVFhBhMicYEyQpGhscEHUtHwFCNi8TNy4UNzgoOSorIWNFNV0hX/xAAZAQACAwEAAAAAAAAAAAAAAAAAAQIDBAX/xAApEQACAgICAgEDAwUAAAAAAAAAAQIRAyESMQRBFBMiYVFx8DJCkbHB/9oADAMBAAIRAxEAPwDNdn8bXfEIlSrSZGzAhbg3sbEHoReTcPtKktTvFC51NldjYZb3ItwDaHyAjcJVCV0IGl1+B0P1MhbV2MhaqqVaRprUXMxe3dhQQVqdRwGt/OVPsaVsv6tGocPUYEK+VspNwSRqHAPuyr2VjcSypfGUwAy+Ao5LAkXtpYcvjNhSC9wchDJ3K+MW8QsALaX3Sr2RTytXIFwFGg320N16j56yUPYn2H7SbbwSYpDVoipUpHwvc3BGtgBo4BO87iJbbZr97hmq0aioWpFkcqWcEG+ltOcynaTYH8RiHbDVKJfus9ZGfI9OmwDM99wQ314i81vZ/LS2bai61R3beNNRro2W/Aa/DSVJP2Tr7dmbwtfEthwP48BwxvbCuxtw8VrWgVfF/wD2DbuGFabLA1gaVVRwKnML2Gns5r2vzEDtGvlu+/IrNa9ty7r8pe0isztXC1KlPIcW6UnprmpDCmqOZs436gHoZ6Hsz26vUUDfdc91a/y3TGdlu1ZNalh8q2IddCc4ZV7zPfcUN7DymtwtXx1eGalRPUauIJ60BWbZfLtHC9cYR/14WXyDSZHazWxGDO+2Pw4vxs9Fl+02AH3+shP0ND1EeovGrCYY+NfOQJBEpN+U/CEGFb8pge0mJxCYVmwy5qwK5VABuLgNoel5lKO3NsaE0G3G9qa+h6yfAcY8jZfwzcjIOKwZLXBymw4XuOVpJ7L4nEvTY4lSr57KCAvhyg8N+sLjW/mH/hilGkJ6dFY2DbLlznLawFtw5DpOUMJlI13C1un6yYYwyAEXGV1RbubC9t19ZDw22KDkKr3LGw8JGvKA7YPagv8AvAP+0yh2QD/FUc2W5Y2AFiFAYqDzNr6yVaA2RjWhGGvpBM3T1kKGMaZlddrYj+mngE+OepNK3GZnBG+1MceVbCL/ANGGLScNWRZebRPipedRvhTMp2X2eiKPlJRdiqlst+7rnw+zbKQPXWBqr4vRfoIpOxoGVg2EORBsJSSAMsZlhiJwLEIrtprqvQMflaZjtev8miu4F7n/AIVt95qNqe0f8v1aZvtSf5lJb2sjE+Zawk4aewZUYbApkF1B6l7faKOxmK8Zysbae70EUs+qivRMGIvY5X3a+HfqZYptO970ltqzXpCzm1iW/N6wI7Bp/wDPW/6o7/0ilEq61KrtmChWa4IYEG48tfSTJD8DtupWp7mADMClNQi33nQH4yybGslRiqOb2BsAQbDQ3G6Z/YmHXHv3LK1EU0UOU8JNRWIBJB3kHU8bS8xPYejUcXerm8K+2QMlNQMxA4kW84+hILT23UW5SmASoVj3dMllAOhN7kcNYHY22qtamQFyLmKslFUpqcugBsdwB0Ek4rsbT7tsjNmVbrxFwCQCN5O8fCVHZnBU9ou9OpTamlJEzBfBeopK+Iqb31j0hK32aultBhTyKhVeV1AvuuNdNLR+JxBqLbu/dKnxLY3FjvMhD8MsD+Vz/wAx/wBYQfhrgB/sifN3/wD1FyX6joidldjJTYVmpA1VYhH7xVy5V7si2bUG3GbjZ/iqG+magp0INiKjDeNDvmYP4eYDKxNAEhHtdm3hDl48LCTvw7rZsHgzxOEYeq1dZNNPoilSojdrqHdPhze+XG4Br+bVFmyI1PmfqZj/AMRzamG/LVwTegruL+Vp3a34lUldhQp97ZiM7HKpPHKBqRISTfRJM2IhKRAZSd1xPNB+JuIv/h0bcvF9bxzfilXH+xo/F4cJDtHp1B/E5esSrCyplC5L8Qw3mef9uPxROGqLTwhzsilWeoSwPiAsEFs7+EG/IyrxP4u1BTa9CnuIBDNe50GhEg9jdglya9YZqj+IX90HkDuMjObgtk4R5ukOwP4nbZVRal3ij81Hh1INzJuF/G585GJwni01pMVYW5pUGvoZrqWE09mZXtd2eWuNwzDUHS4bhMyzt/1I0S8elpmt2H24wuL0pPZuKOMr/DjLoz5exLVaFe4JV0a4I0IM9W7LfiupVVxWnA1ANx5kcRL2q2ZTX9rcBUrUUSmhch7kAgECxF/ERIuEwFU1sM70nVqSlahOWwGUhWNjre9pZ4btBQqC6VVZeYbT4b5LDgkFSCDppY7/ACivVAKq4B9IJqo5w7p0jCkBgVN72mW2KmfG483FjjiDzKrh8pHzmuVZlOzQTvsSynMTicWzPvBbwjw9BcL5g9I1vX89iJz4VaaqiCyig9hyzOBx842sPGfOScYPHb+hF+NVT9pHb2j5mE+wQwrBsIZhGNKRgCJ1BHER1NYAU+P/AMRvNB95i+2bVP4pRTv4UQbrjeSbzbYhb1D1f6Lb7yj2rSDVnJHG288ABGnQ0rPPq718x3jXcFJEU2TYVb7vnFHz/CH9NGyCxuIo3ycg4J+BH3haRuLxYoHIbakWNuOjC/ylpWZTs3sqvh8ZUxFSwoMamZsw9knweHz0m02a6Vqmak6uGABte68dV3i/2mQ7R4lu9NAiyUnLMObnxAHlYfWaDsmnc4GpiGNmqkkNbcD4Kfnr9ZZKNQ5e/QFtSrq2bLra4v8AQ/H6TLdhOzuLw2KqPVt3dQOWsQSXLEo3Q2PzlnsFWV8h3Kjk9BnCJ6lg7X5GaCgsgMkAztpwR6yIBKS8Odx8QR955lhsbi6ey8H/AAgBYfxdOoT7SqKotk1uD5T06mNR5iYLsvRDYWmh93G4tNCLglr7+Yk4exMzjbWxbU1pYkkFfdvclQ2ZS54m50kU1Lfu80Pb3YwoV0NMHK9O+puxZGs4PUAg+szArGaILRB9j2q5h/paDNS/nCK6nQH0gqic+uv2llCAbOwZxGMp0gMwuWIHEKL2npGxdooWZQju9NbkAHhplDbrj5WmS7A7P/n1X3HwqOdjqdZ6W9EUqd100IPKx3385zssvu2dDBjbjaBHa1UUxZLsScljvA4a7/OQxtmoyqK2FZFYlWqAZsreY4/Gdwzkql3ewzCzWsb6gDThwlp3H8oXvblrb+8ojKtGl4r9nkn4jbLIZahWxa4zA5la27UcehExwawBvrPTfxBxKLQKEC7EEDrwM8wUc5qxO47OfmjxkTMNimHSaPZ+PJAysQRvsSPvMkBrvkrBY80zz5y1UVHoGH7S4pPZrv5E5h8DLSj29xQtc0280sT6gzKUauYAg3BhR1ln04sjZ6N2f7XHE1e7dVpmwIZWOtmAYWPHdM7sDOcNVamQrGtjHW+65xCjL62+Ui9kwWxlMXO8k+S+I/SWXYSmHwak+8Kjer4lz9FlLik2l+P+krJ/ZnFPVoUmqEF7U1a35lqVMw6+zLEDWRsBlXEVqaAAJVRgOFnos9/LMWk1FlU+xoYVg2EkMsEyyuyQG0eizuWO3A+UQFImtUebH52+glDiG1ZjuzMb+baS+w3tX5IT/wCR+8x+PxF2yjcN/VpZCHN0CdbCNjFvxikEVusU1fHgL6jPRFWx6H7Sz2YypnrP7FBDUN9xIGg+Ug5b/W8jdrsR3Wz6dEe3inuf90hDfNsolKXJ0RMO4eswv/iYioSed3a+vlf5T0Pb+Hy0KWHTeApUcLqLJfpfUzF7BxCLj6JqEZQxAPANayn4kzT9q8eyO9Uezl8N/da1kPzPwl2e7ikCI3ZjaqNXrUr6gqEYnVlpLkt53ufWaWtiEpIXdgiKLljuA+p6DjPJME7oyujZWU3VjzHIe9x6am5l1jMS2IqO72PspaxVcqi91U7t979Yp46kkg9Nl2v4lUu8t3L93+fMM3nk5es2GwNo4fFW7usrHinsuLc1NvlPG9p0KdJhZrhr2HG/SGwOy6jupAYDXxDwleTL1ElLHBe6Koykz38bMTl1jaexKIGlNFFy1ggHiO9tB7XXfMzhO11UUEQpndVUNVqEjOR7xReeh377xVO0WKbc4X/IoHzN5keWCZqWKTJ23OxVHEle9DnJfKQ5BW+8gc/Oea9quwNfC3dQatG/tqviX/eKN3mNJtxjq7Gxr1LnraNqYjEDdiKnLUg/WC8yMfQ/jyPGzUHTz/SO7w25jdzm52zsFKrZnAzHeygLmPNguhMpW7Lqv5j1DS35mOvZH48yX2DQ2Z92Zj8tBNtj7OiIxIUam288hMr2ZpCmuQe6xBvv56zQYhswBG8cOYmKc+crOhii4xSJ1VUdMr95l4AsbfCFVclELe4G6+unnIYxrOAP9LRm1cYKaak20zGRffZc/wAHmv4h1M1boF08ydbTFOJqO2WOFWsCPZAsP1tMu2+bsf8AScvM7mzgELTUE7/lBLCsLSZSaXYOHqslwhI5203ndLQ4Gpe5RvQGa3sFgh/AUSRqVP8A5GX+Moqtl42ufKZfmSi6pGj46auzJdjKJD16hBHdYeodRY3Kn56SZ2JrJT2fRLsFHdUzcnTxPUbf6yxfDDl+z9t8rdobCV6fdkWQCwUaAWGgtyiXkptuSE8D9EwVAuO7y+lWlXTzakq1F055GfzknA53pK7F7sLn3BfoJWvRP8u917upnDAZtCpRhbmVJlhRwTOAFxSncALKpPSxkpTjJ6IcHHs7VrlOLfDOIkx/kf8AtPz0g8RseujXNVgOXdFh8Y3uH/OD/wAp4cRWT6VZWAIPtGwvp8OcNiqZFNj0P0jNgbIDhs1S5pjwqAUILe9ruW+lusk0th1qrZCSE95idw5AcSYuLCzH7Txoo03/ADsAij/h8R9BMfabHtr2UxFKsWytUo70cC9hxVwNVa+/gZlCk6GGHGJW2Aa14o9kil9CPRdht36Ubf7RU+gv95R9s9pCpjqhB/l4dRRQdU0Y+rE/CX3Zmg2Aw1Q1mU1MJRYDKbhmItTYX4aief1ScgvqzEsbcSST9frM+GNychhtkIoc1X/w6A71urD/AA6evFnI9AYfNjMb7etPMTqMqFjqAp1NS3AAS0OH/hsG7ZS7JUXvFsCneutkB03U72Nt5NpG2d/GYi3e1qi0xplH8u43FQBqFhOaVyda/mhqLk6RK2fssYcF6ZFTF6KC1rUwSA9k1GcoWAvu36GSK2yC73F1TUKthcLe6g+Q09JaYHCikAEQADgB8fPzlrhqytpx6znT8mbdo1wwR/uKDCbCpqbldRqCdT6X3Szo7PvwknaFGwuBuIv8ZNoWtpM1uW2XKCWkQ6eAtJC4EiWFKjO4yulNCzsFUbydBJJWW3RT4hMo1voQR8ZBxm26YJJqIo6nX4DWZjtB2qeuxWmSlLhb2n6k8PL4ygFDpNkPC5K5OjHk8pJ/ajYV9vYfeGc9Qp+8hVtvodyt6kCUCUhyEf3Y5CaY+Fi/JnflTJ7bTObMq5Tx8QIbz6yYO0zAewvnm/SUvdLyHwnahC6/QfaWLxMS9f7F8nL6ZdHtTU4JT+cqdu7aqVVAYINRaxtqZGTHoWyhtbXGm8cdecgbVqqtQEnRVv1PL1vaKWHElpIks+Vum2Um0szPY200/ZkWjhczWH9uZlmcGKrXRiBpdm01425ydh9m2uMwub7hrrxEhGDfRByV7KPEYEKt81+ltR1lpszYlOoqmozpf8oDHLysdb8byzw+zUAGbxNzI+x0k5NOI9Vlv0v1I866N1sraOHNJadFh4FsEbwuAONjvueUs8DS7zxnUtYn9PlPNARyseY1+Rmh7OdqTQYCp4qZ4jVk69Zhy+HX3Q/wa8fkLqRt62yhvG+2/lK6pQvpxEvKO0adSlmRgwtvXX+xkOiAzEjcDa/PrMUo0a1sgf8A8/SR8Rs5eIFpf93KraN2YU09o7zyXnI0DRCwuLq0z/JZtDqCboehB3eks6XaZlPjpEDiUa9utmnFoqi9BIlXEqR9AN5/STjkkit4ovs1WAxgqLnS7LY+KwA03j/N0lhRpfD96zAbPx9XDsWQAq3tUzubr/Ses2WzNrJXpB08mU7ww90/W824sil+5iyY3EmYkXFvnKjH7Do1dHRG53UX9Da8si5/1gqgmgqMXW/DLCliQ9Vbn2QRYdBpOzUFYpLmwPONsYdqGCwmfxYvEF61Z28RIJvksdMt2UD/ACwPZvYz16pqhBlpGyn3TU4ZQdGynxW3XtNFjdiNjsc9V7rQpnuaajQsqaOQeClr/CXG1sYMLRVKYCswy0wBooG97cbXHmZBzUIa7JpWyhrCnRQYejmzXY1alTVwWIZ1OlszML6aDhJmCwYA5n9/GRMDgeJvfeSdSSd5J4m/GXOGW0585ObtnQhjUUOXDAjdKrFUjTqB13e8OdpfilpIToGzA7pW0S9hayBkP+U/SA2MLoDxt94E7Wp0qBaq4W11F9SbXAAHGYfFdrquUpRvTU7298+R936yePDKb0RnljDs3e2u1dHCixOepwpqdQf6juUdZ5ztvtBWxT3qEBR7KC+Udep6mV6pzJ/fHqfOFFOdTF46hv2c/Lnc/wBhig/u8eE8vnCBRHIvWaqM41R5R4B6R1vKdEYDVXyjgh6RCdBjEDOGvwW/lB/wK3vkUnqL/WS805mkeKHbB9x0W3lF3Hl8I/PHBjyjoAYodflOmkI8npOW6QoQI4cRd0RC5Z3J0iodhtm7XqUCSu4+0vA/69RNZsrttQICvmpnqMy/EaiYzLGlBwlGTxoT2+y7HnlDSPVF2gjKXVgyAE5gQR8t0DhEspc+0+p8vdE8yoVXpk5GIvvA3HzB0moodsA1PKwyvaw/KeF+k52XxZR62jdi8iM9S0yfiy9ZmRTZdzMN55gSVhMEtPdcndc6x+zqACgb/vfjLdcOCJjSLmyoq0pFwOOOGrZ/9m1hUA5e64HNfnLnEYaVuJwsti+LtEJJSRsqZBAINwQCCNxB1E66TJ9nNtdy3c1DamT4GPuk70P9J4cpsSJ0YSUlZz5RcXRBalrOSYVikyBCJSmhdrBFFyx5D6nh1vMZVdsRVNVtL6Ip91BfKPPiepln2mxxrVRRXREIL9Xt7J5gDhzMbhsPa37/AH/pMOV26Rvw49cmPw9HSSgus6qWjKtQLKkjRYStWy+sy23u0y4cZVs1Vrm3uqOb/oJG7Sdq8hKJq9rdF6/6TCvULEkkm+8neTz85rw4Oe5dGTLm46XYbEYp6jFnJZieP2G4ek4Eg0EIJ0lFLowNtj1XkI8CMWPtaSEOsI5QOU4sIojEcCDl9Y8L5xy+seBEMGEHWEFOPWdAjAZ3c6aUIJ0HrEAI0ou58/jJFojHQgBQ8P1nADbnJOWNKwoCOeoivDskayCGwAkRhMIyRrLGIZniIBnCs5Y84mhouuz22mpOKbm9MnQ8UP3BnomDrBhvnkNpuOxW1wy92x8S2+B3TmeVhp80b/HyX9rNg9O8r8VR4SyU3gq1O8x0aTM4vB3B06enWW3ZXbZ/9vVPiAtTYn21/Ib+8OHSEq4a4md2rhzvX2lIKn+obj0k8bcXZDJDkj0TKeXzikTZGPp1aFOoX1ZQTrbxbmFvO8U28kYaMbgaZ943YkljzZjdj8ZZiw6SPhV0lftzEMi5lvoRpxN7aDmek522dbpFrWxIAlDt/b4p0yb9B58J2nhsZV0p0HXm1X+Wq34sW1t5TB9p3IxTUxVFYJZSyiy5/fCjiAdLzVixNvZmy5opUgFWuWJJ1J1PrGqI1L8YUATpRRzW7YlEepjRHqZYRHgQiwawqmABFEesYghEEAHAGFVZxEhAsYDQOsIizoXrO2gBzKJzKI8CdtCgBhdJ0R2XjHKsYht5wx5Fpy0KAYYwwxUWNzqIIgc4ACIgz5wzL1jTTJ3GAEdzzjQ/rDZTwjKmG6b+W+IYF6lpY7Cxvd11a+hup9fZPxlc9I6jf0O+RgWB0Px3i27zlc4KSaJQlxaZ7Ls/aNxYmTw4M857P9oVdMrHxjTXQ+flNA+2CiXJuANSNek5DjxdM60WpbRfV6wEqMRSzAm3h1j8DVDgNUVjyXz53k6rj6feAt4FCsouLjUWAuBJRUX2yjJkmn9sdezEV8O4Y5WIF9wPx+cUvqmyCxJG4xSXGQ+cCfTTKsy3aLtAKFSmxGfK+YJe1yoJW54Le15N252np0lIJufyjeZ53tHaJrVC59BvsP1jw425X6J5sqUWvZO212uxWKGWtUbIde7p3RNeB4t6mVFJQPdtErQoE6KRzGxytynQt4hHBf7SZE7aPVdIlEKojoBBIVFiUQmXSMQ5F4x6JznRu/e6FVY6A5TTpCWiAj4UA2OAnQRHAdP35woLG2iYXjibzirGBzLHqI3d+kcDADrDScUGKI/aADMusaadjHrYRX/f6wAEydLQbIfKSKkjO31tAQxqpG/4xwrD9mDaob62gWcEcR6RUAdmvBVKY4jygGrD832iGI8j5HWKh2cNI777uI3j9RJezsTVetTRmBQtr5bxI2edw9T+ZTN/fXXzMoywUouy7FJqSPUcJVVV14Qu0KAZPSUW2doIlOnoT4xpuJI3b94ln3p7oknf0+k466Os1oj4PbHdoEPu3HzNooF1Un98opZzZmeGLPJcRjXdgzEE/L0jUZv7SOskIZ1YqjBJt9hVBhUaDSSKLCWlZ1YZBGkCdHSS0AUC8MgMjgmOW/TzhoCSIQCRgG/NaGphuZgAdTHgwS35/SPBPP5QsAyidDQN+gj839NvWMApbdHCBFUD8w9Lxwqg7mHwgIJecBMQ81iyHp5xgOE6LRAdYig5/SADSZy8J3Y5/SNZRz0iAYGitbWIgc5zMOcAOFjBOx/Yj++HOcLQAjZTxjalIdZKY8h8Ywuf394ARDhb8BOfwwH9pLa8Y8QAAlhvjbag6XBuOhG6FNuUaVvw+cTQ7JVfbVRymezd2wYX6c5bntoj2DqUA3keL6cJmysERM8vHg/RevImvZ6ZQxGy8ozYkFranVdfLhFPKzSEUX0YC+tL9SjpVBJNMiQUh6YliKycjwySJTEkU5OxBx0hFvGUxDKJIQ5UhqdOcppeGRIAOWnCinHJaPC7v1jA4KcdlMeIgYANC8o63xjgDrOkR0AO3mIu69b89I/u/P4zuUjS/wAoqAb3I3Xt9J3+FPQjy4+kev7/ALQgA56xbQyN3Ons3+e6cUJp4beknZAd5jWQeevlHyYqIqovKONRRyH76zrILnT0vGtTHnujAXerbh8oNmFvSOsOU5l6QENDr5RpcecIJwkRgCNXofhGm54fGEzCMueAiAGVbnEF9Y/4Th/fSADDGmIxriADH/fnBGEdoBniGDa9+M7BO2u+KRAoEEkJFFKSZKpQ9OKKWIRISHpxRSaIkhdwhV+c7FGIIpFvXT7/ADhlnIowEGjw0UUAHZv30naRJ3cJ2KMB4HX0iYWiigB3NvjVX99Yoo6ARUb4jfgZyKIQy3lGkRRQA5n6/KdbziigMYEnCg3xRRAI3jGFoooCG5uUaT9bTkUAOEwTtFFAYBoB2nYohkcvFFFIgf/Z&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQoo0568QT156Eft5JQaTFuWRGGKMpO9wOk-q6cRZTTdmqmqk8E&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQoo0568QT156Eft5JQaTFuWRGGKMpO9wOk-q6cRZTTdmqmqk8E&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRYnhxQsOBPRqCgoj-JznMM7EIvRcVIGDvoaUd20NzlDkQxLpBzWQteq85t&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRYnhxQsOBPRqCgoj-JznMM7EIvRcVIGDvoaUd20NzlDkQxLpBzWQteq85t&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSjBb564u8maANdC-9sQURZuQeCCvA_1CTmXs45fivFxeOapi7Vtw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSjBb564u8maANdC-9sQURZuQeCCvA_1CTmXs45fivFxeOapi7Vtw&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRKCKhhHXAiIX6CfqarhEoPK-A4LjWEcU8QjUWOeDeryD2dCAWOGoFY3750&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRKCKhhHXAiIX6CfqarhEoPK-A4LjWEcU8QjUWOeDeryD2dCAWOGoFY3750&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTZzzr-2vriw1m4NKZtwpU-Y7T4gplDkNbxAEZCUPtbWnvmmWJ-DglVPgEjKw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTZzzr-2vriw1m4NKZtwpU-Y7T4gplDkNbxAEZCUPtbWnvmmWJ-DglVPgEjKw&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQnVN-SJyUjFM-tmz0Gx7mbTgUtgCQIgM_laGJ_5jpGslgnO4mq&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQnVN-SJyUjFM-tmz0Gx7mbTgUtgCQIgM_laGJ_5jpGslgnO4mq&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSo8T-yoGUvlYKQTZsbHmgAPwpGV0X1qjWfXZc2ZgNF8ljvjKWWuw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSo8T-yoGUvlYKQTZsbHmgAPwpGV0X1qjWfXZc2ZgNF8ljvjKWWuw&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTDgUfC0dX9fe15MRY19-4X0f863qdGheEk5rgTiLVYETnE7v9mtQ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTDgUfC0dX9fe15MRY19-4X0f863qdGheEk5rgTiLVYETnE7v9mtQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSF3-yuO4ymuIcNjhYXYcyij1C9A8aoKZlDt-Cbc_s8YSOgcQnS0Q&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSF3-yuO4ymuIcNjhYXYcyij1C9A8aoKZlDt-Cbc_s8YSOgcQnS0Q&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT5c9W_E0G1lbeqDFd37c4s4f66JiZHDibT8Qwu2988ikOmtP3aD_khKLCZ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT5c9W_E0G1lbeqDFd37c4s4f66JiZHDibT8Qwu2988ikOmtP3aD_khKLCZ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSHaD00fYCu63V7t-z06hgV9dIiR_zcJEbjC0FK7wPOp0RfwY7I&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSHaD00fYCu63V7t-z06hgV9dIiR_zcJEbjC0FK7wPOp0RfwY7I&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTmgav_rHgd-fchYdA0qG4OYacKy-9ImXcBegC8yzrMNAPNzIus&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTmgav_rHgd-fchYdA0qG4OYacKy-9ImXcBegC8yzrMNAPNzIus&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcS8Pn8qvG4OLd_KXCAsIIG3nVDqiR6HvIC7L3facn-qR7ly1ugs&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcS8Pn8qvG4OLd_KXCAsIIG3nVDqiR6HvIC7L3facn-qR7ly1ugs&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTI8cEb8_rDz1d7WEbhZa_90i1FoMsAFoQg9fD4ei5dKjo9xAgRBdSFErdl&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTI8cEb8_rDz1d7WEbhZa_90i1FoMsAFoQg9fD4ei5dKjo9xAgRBdSFErdl&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/8552027759186335564/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/gastric-bypass-surgery-for-weight-loss.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8552027759186335564'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8552027759186335564'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/gastric-bypass-surgery-for-weight-loss.html' title='Gastric Bypass Surgery  For Weight Loss'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-202675766928881106</id><published>2011-03-28T13:43:00.001-07:00</published><updated>2011-03-28T13:43:28.024-07:00</updated><title type='text'>Tummy Tuck ( Abdominoplasty ) Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Abdominoplasty&lt;/b&gt; or &quot;&lt;b&gt;tummy tuck&lt;/b&gt;&quot; is a cosmetic surgery  procedure used to make the abdomen more firm. The surgery involves the  removal of excess skin and fat from the middle and lower abdomen in  order to tighten the muscle and fascia  of the abdominal wall. This type  of surgery is usually sought by  patients with loose tissues after  pregnancy or individuals with sagging  after major weight loss.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Procedures&quot;&gt;Procedures&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Abdominoplasty  operations vary in scope and are frequently subdivided  into  categories. Depending on the extent of the surgery, a complete   abdominoplasty can take 1 to 5 hours. A partial abdominoplasty   (Mini-Tuck Abdominoplasty) can be completed between 1 to 2 hours&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Procedures&quot;&gt; &lt;/span&gt;&lt;/h2&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Complete_abdominoplasty&quot;&gt;Complete abdominoplasty&lt;/span&gt;&lt;/h3&gt;In general, a complete (or full) abdominoplasty follows these steps:&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;An incision is made from hip to hip just above the pubic area.&lt;/li&gt;
&lt;li&gt;Another incision is made to free the navel from the surrounding skin.&lt;/li&gt;
&lt;li&gt;The skin is detached from the abdominal wall to reveal the muscles   and fascia to be tightened. The muscle fascia wall is tightened with   sutures.&lt;/li&gt;
&lt;li&gt;The remaining skin and fat are tightened by removing the excess and closing the defect.&lt;/li&gt;
&lt;li&gt;The old belly button stalk is brought out through a new hole and sutured into place.&lt;/li&gt;
&lt;li&gt;Liposuction is often used to refine the transition zones of the abdominal sculpture.&lt;/li&gt;
&lt;li&gt;A dressing and sometimes a compression garment are applied and any excess fluid from the site is drained.&lt;/li&gt;
&lt;/ol&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Partial_abdominoplasty&quot;&gt;Partial abdominoplasty&lt;/span&gt;&lt;/h3&gt;A partial (or mini) abdominoplasty proceeds as follows:&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;A smaller incision is made.&lt;/li&gt;
&lt;li&gt;The skin and fat of the lower abdomen are detached in a more limited   fashion from the muscle fascia. The skin is stretched down and excess   skin removed.&lt;/li&gt;
&lt;li&gt;Sometimes the belly button stalk is divided from the muscle below and the belly button slid down lower on the abdominal wall.&lt;/li&gt;
&lt;li&gt;Sometimes a portion of the abdominal muscle fascia wall is tightened.&lt;/li&gt;
&lt;li&gt;Liposuction is often used to contour the transition zone.&lt;/li&gt;
&lt;li&gt;The flap is stitched back into place.&lt;/li&gt;
&lt;/ol&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Extended_abdominoplasty&quot;&gt;Extended abdominoplasty&lt;/span&gt;&lt;/h3&gt;An  extended abdominoplasty is a complete abdominoplasty plus a  lateral  thigh lift. The resulting scar runs from the posterior axillary  line  (when placing you open hands on your hips, the thumbs lie along the   posterior axillary line.) The operation does all of the abdominal   contouring of a complete abdominoplasty plus allows further improvement   of the flank (waist), as well as smoothing the contour of the upper   lateral thigh.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;High_lateral_tension_tummy_tuck&quot;&gt;High lateral tension tummy tuck&lt;/span&gt;&lt;/h3&gt;This  is an advanced technique that takes a little more than four and  half  hours to perform. Conventional abdominoplasty tightens muscles in a   vertical line. In this new method, known as &lt;i&gt;high lateral tension abdominoplasty&lt;/i&gt;,   in addition to vertical-line tightening, muscles are tightened   horizontally. The final result with this technique is a dramatically   flat abdomen with significantly better-defined waistline.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Circumferential_abdominoplasty&quot;&gt;Circumferential abdominoplasty&lt;/span&gt;&lt;/h3&gt;An  circumferential abdominoplasty is an extended abdominoplasty plus a   buttock lift. The resulting scar runs all the way around the body, and   the operation is also called a Belt Lipectomy or Body Lift. This   operation is most appropriate for patients who have undergone massive   weight loss.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Combination_procedures&quot;&gt;Combination procedures&lt;/span&gt;&lt;/h3&gt;An  abdominoplasty is a component of a lower body lift and can be combined  with liposuction contouring, breast reduction, breast lift, or  occasionally hysterectomy,  depending on the reason for the  hysterectomy. A popular name for breast  enhancement procedures  performed in conjunction with an abdominoplasty  is a &quot;mommy makeover&quot;.  Recent literature in MEDLINE also has noted implementation of barbed  suture in these procedures.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Recovery&quot;&gt;Recovery&lt;/span&gt;&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;Depends  on the problem to be treated, surgical technique(s), and  other  factors. Can take one to four weeks and patients are advised to  take at  least a portion of this recovery time off from work.&lt;/li&gt;
&lt;li&gt;Heavy activity especially is best avoided during this time.&lt;/li&gt;
&lt;li&gt;Initially there may be bruising and discomfort.&lt;/li&gt;
&lt;li&gt;A supportive abdominal binder or compression garment can minimize swelling / bruising, and support the repaired tissues.&lt;/li&gt;
&lt;li&gt;Patients are advised to avoid all forms of nicotine for a month or longer prior to surgery and also during the recovery period.&lt;/li&gt;
&lt;li&gt;Full recovery takes 3 – 6 months, with further fading of scars thereafter.&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Risks&quot;&gt;Risks&lt;/span&gt;&lt;/h2&gt;Abdominoplasty   carries certain risks that may be serious or life-threatening. When   taking the decision to undergo such a procedure it is recommended to   compare the benefits with the potential risks and complications. Hence,   all patients must be informed on all the risks they are exposing   themselves to.Although &quot;tummy tucks&quot; are considered safe procedures, as  with any  other type of surgery, different complications may arise. The  majority  of the risks can be avoided if the patients follow carefully  the  instructions they receive from their surgeon. Severe complications  occur  however in rare cases and these include blood clots, thrombosis,  cardiac and pulmonary complications or infection.&lt;br /&gt;
Infection  and blood clots are a serious potential risk after  abdominoplasty, but  which occur rarely. Infection is usually treated  with antibiotics and  drainage. Patients are recommended to move around as soon as possible  after surgery to minimize their risks of developing blood clots.  Pulmonary embolism, heart attack or stroke  are very rare complications  that may result after any type of surgery  due to immobility after  surgery which results in blood clots that may  travel to the heart, lung  or brain.  Thus, pulmonary embolism is a serious risk after &quot;tummy  tuck&quot; procedure  and if they occur, they commonly happen within 3 weeks  of the surgery,  but more commonly within the first 72 hours after the  procedure has been  performed.&lt;br /&gt;
If  complications occur, they usually delay the healing process. In  rare  cases, another surgery is needed to fix a potential complication.  Skin  necrosis is one  of the complications that may require another procedure  as the dead  skin must be replaced by a skin graft. Although necrosis  is extremely  rare, smokers have an increased risk to develop skin  necrosis. Stopping  nicotine use and smoking several weeks before and  several weeks after  surgery cleans the body and improves the chance of  an uneventful  recovery.&lt;br /&gt;
One  of the more common problems after an abdominoplasty is collection  of  fluid under the skin after the drains have been removed. Your  surgeon  can aspirate the fluid with a needle. The drainage stops within a  month  and does not affect the final results.&lt;br /&gt;
The scars resulting from  abdominoplasty are long, brutal in  appearance, and permanent. The size  of the scar depends on the amount of  skin that has been cut-off, the  techniques used for the surgery, the  surgeon&#39;s skills, and the body&#39;s  ability to recover. Although this scar will never become invisible, it  is usually placed under the swimsuit line so it is covered by clothes.  It normally takes 9 months to a year before scars flatten out and  lighten in color.&lt;br /&gt;
Possible risks of abdominoplasty include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Bleeding&lt;/li&gt;
&lt;li&gt;Fluid accumulation&lt;/li&gt;
&lt;li&gt;Poor wound healing&lt;/li&gt;
&lt;li&gt;Skin loss&lt;/li&gt;
&lt;li&gt;Numbness or other changes in skin sensation&lt;/li&gt;
&lt;li&gt;Anesthesia complications&lt;/li&gt;
&lt;li&gt;Skin discoloration and/or prolonged swelling&lt;/li&gt;
&lt;li&gt;Fatty tissue found deep in the skin might die (fat necrosis)&lt;/li&gt;
&lt;li&gt;Major wound separation&lt;/li&gt;
&lt;li&gt;Asymmetry&lt;/li&gt;
&lt;li&gt;Recurrent looseness of skin&lt;/li&gt;
&lt;li&gt;Pain, which may persist&lt;/li&gt;
&lt;li&gt;Persistent swelling in the legs&lt;/li&gt;
&lt;li&gt;Nerve damage&lt;/li&gt;
&lt;li&gt;Possibility of revisional surgery&lt;/li&gt;
&lt;li&gt;Hematoma (may occur in 3 to 4% of cases)&lt;/li&gt;
&lt;li&gt;Keloid (heavy scar)&lt;/li&gt;
&lt;li&gt;Seroma&lt;/li&gt;
&lt;li&gt;Suture rupture&lt;/li&gt;
&lt;li&gt;Swelling&lt;/li&gt;
&lt;li&gt;Visible scar&lt;/li&gt;
&lt;li&gt;Death&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Cost&quot;&gt;Cost&lt;/span&gt;&lt;/h2&gt;The cost  of a  &quot;tummy tuck&quot; varies from country to country and even within  locales of  countries. As with most cosmetic surgery operations, the  cost depends on  a variety of factors like the age of the patient, their  weight and the  state of their health. Depending on the individuals,  there may also be  other costs involved after the operation. This does  not include the  follow-up visits as required by some doctors.&lt;br /&gt;
On average in the United States, this procedure can cost from USD$4,000 to as much as $20,000.&lt;br /&gt;
The  pre-operative and post-operative care, facility fees, anesthesia,  and  medications must be taken into consideration when reviewing surgery   costs. No surgeries are a guaranteed success and therefore a second   procedure or a touch-up may be required to achieve the desired   appearance. These costs are typically not included in the original cost&amp;nbsp;  &lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Related_procedures&quot;&gt;Related procedures&lt;/span&gt;&lt;/h2&gt;&lt;b&gt;Liposuction&lt;/b&gt;,  also known as lipoplasty,  is a cosmetic surgical procedure that slims  and reshapes specific areas  of the body by removing excess fat  deposits, improving the body&#39;s  contours and proportion, and ultimately,  enhancing the patient&#39;s  self-image. Liposuction involves the use of a  small stainless steel  tube, called a cannula.  The cannula is connected  to a powerful suction pump and inserted into  the fat through small  incisions in the skin. Fat removal is accomplished  as the suction  cannula creates tiny tunnels through the fatty layers.  Liposuction can  be performed on both men and women. Ideal for this type  of procedure  are non-smokers, healthy individuals who do not have a  life-threatening  illness or medical conditions that can impair healing,  adults within  30% of their ideal weight who have firm and elastic skin.&lt;br /&gt;
&lt;b&gt;Body contouring&lt;/b&gt;  is a general term that refers to various  plastic surgeries performed  to different parts of the body with the aim  of improving the shape and  tone of the underlying tissue that supports  fat. It is a common  procedure performed for people who have undergone  major weight loss. It  may be performed in both men and women.&lt;br /&gt;
&lt;b&gt;Breast reduction&lt;/b&gt;,  or reduction mammoplasty, is the cosmetic  surgery used in resizing the  breast, in women with oversized breasts and  men who suffer from  gynecomastia. It is an overall safe procedure and most of the patients  are pleased with the results.  This type of surgery is performed to treat a breast condition known as  hypertrophy, which refers to oversized breasts. This condition usually  occurs in both breasts and commonly develops at puberty or immediately  after.&lt;br /&gt;
&lt;b&gt;Breast lift&lt;/b&gt;, also referred to as mastopexy, is the  surgical  procedure that removes the excess skin and tightens the  surrounding  tissue of the breast, resulting in raising and firming the  breast.  Mastopexies carry a certain degree of risks as any other type  of surgery  does. They are however safe procedures and the risks are  minimized if  the patients follow the surgeon&#39;s instructions.&lt;br /&gt;
&#39;&lt;i&gt;Hysterectomies&lt;/i&gt;  are sometimes performed with abdominoplasty. A hysterectomy consists in  removing the uterus  and it may be complete (when the body, fundus and  cervix are removed)  or partial (when only the uterine body is  surgically removed). This  procedure is normally performed by  gynecologists and it is one of the  most common gynecological surgeries.  This type of surgery is used to  treat some benign tumors, cancers of  the ovaries, uterus or cervix,  endometriosis and are also performed in  transmen.&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #006699; font-size: large;&quot;&gt;Length                                        of surgery&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&lt;br /&gt;
Between 2 and 4 hours, according to the                                        complexity of the case.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #006699; font-size: large;&quot;&gt;&lt;b&gt;How                                        is tummy tuck performed?&lt;/b&gt;&lt;/span&gt;                                      &lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #000099;&quot;&gt;The                                         surgeon makes a long incision  across the                                        abdomen right above  the pubic area. Usually,                                        the  incision has a curvature that is similar                                         to the outline of a bikini so that the future                                         scar will be easier to conceal under your                                         underwear. In most cases it is necessary                                         to make a circular incision around  the navel                                        so that it will remain  in its original place,                                        in spite  of the shifting of the rest of                                         the abdominal skin.Then, the surgeon separates                                         the skin from the abdominal wall all the                                         way up to the ribs, exposing the abdominal                                         muscles. These muscles are tightened by                                         bringing them close together and  joined                                        in the middle vertical  line; this will make                                        your  abdominal muscles firmer and your waist                                         narrower. The skin that was separated is                                         stretched towards the pubis, the excess                                         skin is removed and the navel is placed                                         in its new position. Finally, the surgeon                                         makes the sutures, and applies a  bandage                                        and a temporary drainage  tube to eliminate                                        the excess  fluids.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #006699;&quot;&gt;What                                        does tummy tuck surgery do?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #000099;&quot;&gt;It                                         helps to remove the excess skin  and fat                                        deposits that appear as a  consequence of                                        regnancies, old  age and obesity, when the                                        whole  abdominal area is affected. When the                                         affected area is smaller, located at the                                         lower section of the abdomen below the navel,                                         it is better to perform a mini-abdominoplasty.                                         It removes stretch marks or scars  that may                                        be in the area. If  necessary, the abdominal                                        muscles  may be tightened by means of a vertical                                         fold in the middle, this will make your                                         abdomen look firmer and your waist narrower.                                         At the same time, it may also help to solve                                         preexisting problems, such as  hernias or                                        eventrations. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #006699; font-size: large;&quot;&gt;&lt;b&gt;What                                        does tummy tuck surgery NOT do? &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: #000099;&quot;&gt;It                                         is not indicated for treating  obesity. If                                        you suffer from  obesity, we recommend that                                        you  visit the section of our site devoted                                         to bariatric surgery. It is not used for                                         removing fat deposits when they are small                                         and the skin has a good elasticity. If this                                         is your case, and diets and physical  exercise                                        do not produce the  desired results, liposculpture                                        is  the right thing for you.&lt;/span&gt;&amp;nbsp;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSNudCoj5qm4yfvyRoiWH2HNrkJlwX4ln5-4A6RpfUVn7-CVk19&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSNudCoj5qm4yfvyRoiWH2HNrkJlwX4ln5-4A6RpfUVn7-CVk19&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSfYw6MtbZlGXg4tDubvy43IcjwIUfqu1GUPxtXyXfHVGmqrph_BhTLvFT9&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSfYw6MtbZlGXg4tDubvy43IcjwIUfqu1GUPxtXyXfHVGmqrph_BhTLvFT9&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT0zzPvDz0Fqwf3xn041dEK3PIn9ugCwUoRZYSHDcRU-vfOF_7HNB7-KDRc&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT0zzPvDz0Fqwf3xn041dEK3PIn9ugCwUoRZYSHDcRU-vfOF_7HNB7-KDRc&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSDhiZre4u8korZ5JSmicUJLQK_nqDD5WfGTqrlp3AapZxGblqHqyxzcgzO&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSDhiZre4u8korZ5JSmicUJLQK_nqDD5WfGTqrlp3AapZxGblqHqyxzcgzO&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSZRw6uc6slSQ2K9sSU9DPfJvAyczNKqZfcm57Iza-X-8RYLp61&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSZRw6uc6slSQ2K9sSU9DPfJvAyczNKqZfcm57Iza-X-8RYLp61&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSMZvQYLob2MzoDR2IoXVOxq7jJ0my3F5VFoqWAvpaP0bMNJ-nyn8_b6CTreg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSMZvQYLob2MzoDR2IoXVOxq7jJ0my3F5VFoqWAvpaP0bMNJ-nyn8_b6CTreg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSRvq_L0DFVddipHnIGK0jQa2iyCzvSMWnsDvnW6kwDMpWmLb8Y0QSsPPvO&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSRvq_L0DFVddipHnIGK0jQa2iyCzvSMWnsDvnW6kwDMpWmLb8Y0QSsPPvO&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQdRvmEEsJR4m336MZUQ0HwqNVx0UqjfwWeNWoOODgTAOlgM4BY-mTSWMnx&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQdRvmEEsJR4m336MZUQ0HwqNVx0UqjfwWeNWoOODgTAOlgM4BY-mTSWMnx&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTBIxYitSISxMU9ANNRZEhMAsLw8M2COHj9oDHItdTHYgkGJxDa&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTBIxYitSISxMU9ANNRZEhMAsLw8M2COHj9oDHItdTHYgkGJxDa&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQAEZJGcPTPeRggVcYy7jEYfP25Vx66LiRef_t3-qybLre0o8rSGA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQAEZJGcPTPeRggVcYy7jEYfP25Vx66LiRef_t3-qybLre0o8rSGA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRzy5SdWrVG78BbdDT-kxZD-6WSc5E_UnkEpSdUi3SKWikjfy4cGP6xSJ6h&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRzy5SdWrVG78BbdDT-kxZD-6WSc5E_UnkEpSdUi3SKWikjfy4cGP6xSJ6h&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR34FxWxcKGks4hSdnbFHq6Wflk7aanr8HHtvKrAOw2-KbJDdJp&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR34FxWxcKGks4hSdnbFHq6Wflk7aanr8HHtvKrAOw2-KbJDdJp&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQEkA46gOgUn4TRsR-mIOGhL3uSEbWKYBM6vRLaU7QL9J2oE9jm_bPwIp0ZPA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQEkA46gOgUn4TRsR-mIOGhL3uSEbWKYBM6vRLaU7QL9J2oE9jm_bPwIp0ZPA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR7huFAfC1bc7MzImF041P3dYBaAyiT-Bq6RKIb3P-RL--xhFLA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR7huFAfC1bc7MzImF041P3dYBaAyiT-Bq6RKIb3P-RL--xhFLA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTHdaNSkS2Nhw6WduGnspi_2tEUITzI4ECyLAvQejGi0Xf_hU8dQ-FlbfOw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTHdaNSkS2Nhw6WduGnspi_2tEUITzI4ECyLAvQejGi0Xf_hU8dQ-FlbfOw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR8vRyN3awWEuT1YqoAN_gGbbV9KVrY0fB-7BQBNVSO6c4-bqmechvU23jB&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR8vRyN3awWEuT1YqoAN_gGbbV9KVrY0fB-7BQBNVSO6c4-bqmechvU23jB&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQQ5b2CNtrPEtvL-es5iy8yqP8JEVFv7EP24KQmsFHvchis7E7H&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQQ5b2CNtrPEtvL-es5iy8yqP8JEVFv7EP24KQmsFHvchis7E7H&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQxsAhE7LxeZalhNFuxfCbkLHXgVC9kFfDKhY6H5zkF7caVqXQ4&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQxsAhE7LxeZalhNFuxfCbkLHXgVC9kFfDKhY6H5zkF7caVqXQ4&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIkYbn3xCf266cN-M1EZaxu5bwmpKh-QwEYXdgdxqREeUCDgvny0o4D1Py&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIkYbn3xCf266cN-M1EZaxu5bwmpKh-QwEYXdgdxqREeUCDgvny0o4D1Py&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQKY6-AA9h1L3ePhMs9-n222W0fBqgcXbCkwKlUJ0CVFVXC9W6YvWcwlNjc3Q&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQKY6-AA9h1L3ePhMs9-n222W0fBqgcXbCkwKlUJ0CVFVXC9W6YvWcwlNjc3Q&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTF5HvmW0_DHcW0mOXuWniVWqO0lnQFEVWqHPFCP3DJR9BwtFJ6Kw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTF5HvmW0_DHcW0mOXuWniVWqO0lnQFEVWqHPFCP3DJR9BwtFJ6Kw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQYuBfAR-roYCesqbDzeZEILxQBTK2XHjfmmrBbA-QykKgYd8UfmQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQYuBfAR-roYCesqbDzeZEILxQBTK2XHjfmmrBbA-QykKgYd8UfmQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQoe7Q51ft2_zr4seDpHAHDyEXegsQs9Es7WLVuvTE90NjQJl_V&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQoe7Q51ft2_zr4seDpHAHDyEXegsQs9Es7WLVuvTE90NjQJl_V&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQJqWTCUAvaDToxPhbFg8tPGgJEwvkxz4Te35VOrjNpPsDSxQqvxg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQJqWTCUAvaDToxPhbFg8tPGgJEwvkxz4Te35VOrjNpPsDSxQqvxg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTEeGsww5jgckjljo2v31h43j8WPLVoXEjHkk0CYlit8BKCiEM6iQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTEeGsww5jgckjljo2v31h43j8WPLVoXEjHkk0CYlit8BKCiEM6iQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS4BFPmA8qNYHlYJtlpDN0ntmAVRNxbTCnzSAqcyNvmGTLzKyTW&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS4BFPmA8qNYHlYJtlpDN0ntmAVRNxbTCnzSAqcyNvmGTLzKyTW&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/202675766928881106/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/tummy-tuck-abdominoplasty-surgery_28.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/202675766928881106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/202675766928881106'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/tummy-tuck-abdominoplasty-surgery_28.html' title='Tummy Tuck ( Abdominoplasty ) Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-5893648054590252941</id><published>2011-03-28T13:42:00.001-07:00</published><updated>2011-03-28T13:42:33.212-07:00</updated><title type='text'>Tummy Tuck ( Abdominoplasty ) Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Abdominoplasty&lt;/b&gt; or &quot;&lt;b&gt;tummy tuck&lt;/b&gt;&quot; is a cosmetic surgery  procedure used to make the abdomen more firm. The surgery involves the  removal of excess skin and fat from the middle and lower abdomen in  order to tighten the muscle and fascia  of the abdominal wall. This type  of surgery is usually sought by  patients with loose tissues after  pregnancy or individuals with sagging  after major weight loss.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Procedures&quot;&gt;Procedures&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Abdominoplasty  operations vary in scope and are frequently subdivided  into  categories. Depending on the extent of the surgery, a complete   abdominoplasty can take 1 to 5 hours. A partial abdominoplasty   (Mini-Tuck Abdominoplasty) can be completed between 1 to 2 hours&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Procedures&quot;&gt; &lt;/span&gt;&lt;/h2&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Complete_abdominoplasty&quot;&gt;Complete abdominoplasty&lt;/span&gt;&lt;/h3&gt;In general, a complete (or full) abdominoplasty follows these steps:&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;An incision is made from hip to hip just above the pubic area.&lt;/li&gt;
&lt;li&gt;Another incision is made to free the navel from the surrounding skin.&lt;/li&gt;
&lt;li&gt;The skin is detached from the abdominal wall to reveal the muscles   and fascia to be tightened. The muscle fascia wall is tightened with   sutures.&lt;/li&gt;
&lt;li&gt;The remaining skin and fat are tightened by removing the excess and closing the defect.&lt;/li&gt;
&lt;li&gt;The old belly button stalk is brought out through a new hole and sutured into place.&lt;/li&gt;
&lt;li&gt;Liposuction is often used to refine the transition zones of the abdominal sculpture.&lt;/li&gt;
&lt;li&gt;A dressing and sometimes a compression garment are applied and any excess fluid from the site is drained.&lt;/li&gt;
&lt;/ol&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Partial_abdominoplasty&quot;&gt;Partial abdominoplasty&lt;/span&gt;&lt;/h3&gt;A partial (or mini) abdominoplasty proceeds as follows:&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;A smaller incision is made.&lt;/li&gt;
&lt;li&gt;The skin and fat of the lower abdomen are detached in a more limited   fashion from the muscle fascia. The skin is stretched down and excess   skin removed.&lt;/li&gt;
&lt;li&gt;Sometimes the belly button stalk is divided from the muscle below and the belly button slid down lower on the abdominal wall.&lt;/li&gt;
&lt;li&gt;Sometimes a portion of the abdominal muscle fascia wall is tightened.&lt;/li&gt;
&lt;li&gt;Liposuction is often used to contour the transition zone.&lt;/li&gt;
&lt;li&gt;The flap is stitched back into place.&lt;/li&gt;
&lt;/ol&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Extended_abdominoplasty&quot;&gt;Extended abdominoplasty&lt;/span&gt;&lt;/h3&gt;An  extended abdominoplasty is a complete abdominoplasty plus a  lateral  thigh lift. The resulting scar runs from the posterior axillary  line  (when placing you open hands on your hips, the thumbs lie along the   posterior axillary line.) The operation does all of the abdominal   contouring of a complete abdominoplasty plus allows further improvement   of the flank (waist), as well as smoothing the contour of the upper   lateral thigh.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;High_lateral_tension_tummy_tuck&quot;&gt;High lateral tension tummy tuck&lt;/span&gt;&lt;/h3&gt;This  is an advanced technique that takes a little more than four and  half  hours to perform. Conventional abdominoplasty tightens muscles in a   vertical line. In this new method, known as &lt;i&gt;high lateral tension abdominoplasty&lt;/i&gt;,   in addition to vertical-line tightening, muscles are tightened   horizontally. The final result with this technique is a dramatically   flat abdomen with significantly better-defined waistline.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Circumferential_abdominoplasty&quot;&gt;Circumferential abdominoplasty&lt;/span&gt;&lt;/h3&gt;An  circumferential abdominoplasty is an extended abdominoplasty plus a   buttock lift. The resulting scar runs all the way around the body, and   the operation is also called a Belt Lipectomy or Body Lift. This   operation is most appropriate for patients who have undergone massive   weight loss.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Combination_procedures&quot;&gt;Combination procedures&lt;/span&gt;&lt;/h3&gt;An  abdominoplasty is a component of a lower body lift and can be combined  with liposuction contouring, breast reduction, breast lift, or  occasionally hysterectomy,  depending on the reason for the  hysterectomy. A popular name for breast  enhancement procedures  performed in conjunction with an abdominoplasty  is a &quot;mommy makeover&quot;.  Recent literature in MEDLINE also has noted implementation of barbed  suture in these procedures.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Recovery&quot;&gt;Recovery&lt;/span&gt;&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;Depends  on the problem to be treated, surgical technique(s), and  other  factors. Can take one to four weeks and patients are advised to  take at  least a portion of this recovery time off from work.&lt;/li&gt;
&lt;li&gt;Heavy activity especially is best avoided during this time.&lt;/li&gt;
&lt;li&gt;Initially there may be bruising and discomfort.&lt;/li&gt;
&lt;li&gt;A supportive abdominal binder or compression garment can minimize swelling / bruising, and support the repaired tissues.&lt;/li&gt;
&lt;li&gt;Patients are advised to avoid all forms of nicotine for a month or longer prior to surgery and also during the recovery period.&lt;/li&gt;
&lt;li&gt;Full recovery takes 3 – 6 months, with further fading of scars thereafter.&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Risks&quot;&gt;Risks&lt;/span&gt;&lt;/h2&gt;Abdominoplasty   carries certain risks that may be serious or life-threatening. When   taking the decision to undergo such a procedure it is recommended to   compare the benefits with the potential risks and complications. Hence,   all patients must be informed on all the risks they are exposing   themselves to.Although &quot;tummy tucks&quot; are considered safe procedures, as  with any  other type of surgery, different complications may arise. The  majority  of the risks can be avoided if the patients follow carefully  the  instructions they receive from their surgeon. Severe complications  occur  however in rare cases and these include blood clots, thrombosis,  cardiac and pulmonary complications or infection.&lt;br /&gt;
Infection  and blood clots are a serious potential risk after  abdominoplasty, but  which occur rarely. Infection is usually treated  with antibiotics and  drainage. Patients are recommended to move around as soon as possible  after surgery to minimize their risks of developing blood clots.  Pulmonary embolism, heart attack or stroke  are very rare complications  that may result after any type of surgery  due to immobility after  surgery which results in blood clots that may  travel to the heart, lung  or brain.  Thus, pulmonary embolism is a serious risk after &quot;tummy  tuck&quot; procedure  and if they occur, they commonly happen within 3 weeks  of the surgery,  but more commonly within the first 72 hours after the  procedure has been  performed.&lt;br /&gt;
If  complications occur, they usually delay the healing process. In  rare  cases, another surgery is needed to fix a potential complication.  Skin  necrosis is one  of the complications that may require another procedure  as the dead  skin must be replaced by a skin graft. Although necrosis  is extremely  rare, smokers have an increased risk to develop skin  necrosis. Stopping  nicotine use and smoking several weeks before and  several weeks after  surgery cleans the body and improves the chance of  an uneventful  recovery.&lt;br /&gt;
One  of the more common problems after an abdominoplasty is collection  of  fluid under the skin after the drains have been removed. Your  surgeon  can aspirate the fluid with a needle. The drainage stops within a  month  and does not affect the final results.&lt;br /&gt;
The scars resulting from  abdominoplasty are long, brutal in  appearance, and permanent. The size  of the scar depends on the amount of  skin that has been cut-off, the  techniques used for the surgery, the  surgeon&#39;s skills, and the body&#39;s  ability to recover. Although this scar will never become invisible, it  is usually placed under the swimsuit line so it is covered by clothes.  It normally takes 9 months to a year before scars flatten out and  lighten in color.&lt;br /&gt;
Possible risks of abdominoplasty include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Bleeding&lt;/li&gt;
&lt;li&gt;Fluid accumulation&lt;/li&gt;
&lt;li&gt;Poor wound healing&lt;/li&gt;
&lt;li&gt;Skin loss&lt;/li&gt;
&lt;li&gt;Numbness or other changes in skin sensation&lt;/li&gt;
&lt;li&gt;Anesthesia complications&lt;/li&gt;
&lt;li&gt;Skin discoloration and/or prolonged swelling&lt;/li&gt;
&lt;li&gt;Fatty tissue found deep in the skin might die (fat necrosis)&lt;/li&gt;
&lt;li&gt;Major wound separation&lt;/li&gt;
&lt;li&gt;Asymmetry&lt;/li&gt;
&lt;li&gt;Recurrent looseness of skin&lt;/li&gt;
&lt;li&gt;Pain, which may persist&lt;/li&gt;
&lt;li&gt;Persistent swelling in the legs&lt;/li&gt;
&lt;li&gt;Nerve damage&lt;/li&gt;
&lt;li&gt;Possibility of revisional surgery&lt;/li&gt;
&lt;li&gt;Hematoma (may occur in 3 to 4% of cases)&lt;/li&gt;
&lt;li&gt;Keloid (heavy scar)&lt;/li&gt;
&lt;li&gt;Seroma&lt;/li&gt;
&lt;li&gt;Suture rupture&lt;/li&gt;
&lt;li&gt;Swelling&lt;/li&gt;
&lt;li&gt;Visible scar&lt;/li&gt;
&lt;li&gt;Death&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Cost&quot;&gt;Cost&lt;/span&gt;&lt;/h2&gt;The cost  of a  &quot;tummy tuck&quot; varies from country to country and even within  locales of  countries. As with most cosmetic surgery operations, the  cost depends on  a variety of factors like the age of the patient, their  weight and the  state of their health. Depending on the individuals,  there may also be  other costs involved after the operation. This does  not include the  follow-up visits as required by some doctors.&lt;br /&gt;
On average in the United States, this procedure can cost from USD$4,000 to as much as $20,000.&lt;br /&gt;
The  pre-operative and post-operative care, facility fees, anesthesia,  and  medications must be taken into consideration when reviewing surgery   costs. No surgeries are a guaranteed success and therefore a second   procedure or a touch-up may be required to achieve the desired   appearance. These costs are typically not included in the original cost&amp;nbsp;  &lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Related_procedures&quot;&gt;Related procedures&lt;/span&gt;&lt;/h2&gt;&lt;b&gt;Liposuction&lt;/b&gt;,  also known as lipoplasty,  is a cosmetic surgical procedure that slims  and reshapes specific areas  of the body by removing excess fat  deposits, improving the body&#39;s  contours and proportion, and ultimately,  enhancing the patient&#39;s  self-image. Liposuction involves the use of a  small stainless steel  tube, called a cannula.  The cannula is connected  to a powerful suction pump and inserted into  the fat through small  incisions in the skin. Fat removal is accomplished  as the suction  cannula creates tiny tunnels through the fatty layers.  Liposuction can  be performed on both men and women. Ideal for this type  of procedure  are non-smokers, healthy individuals who do not have a  life-threatening  illness or medical conditions that can impair healing,  adults within  30% of their ideal weight who have firm and elastic skin.&lt;br /&gt;
&lt;b&gt;Body contouring&lt;/b&gt;  is a general term that refers to various  plastic surgeries performed  to different parts of the body with the aim  of improving the shape and  tone of the underlying tissue that supports  fat. It is a common  procedure performed for people who have undergone  major weight loss. It  may be performed in both men and women.&lt;br /&gt;
&lt;b&gt;Breast reduction&lt;/b&gt;,  or reduction mammoplasty, is the cosmetic  surgery used in resizing the  breast, in women with oversized breasts and  men who suffer from  gynecomastia. It is an overall safe procedure and most of the patients  are pleased with the results.  This type of surgery is performed to treat a breast condition known as  hypertrophy, which refers to oversized breasts. This condition usually  occurs in both breasts and commonly develops at puberty or immediately  after.&lt;br /&gt;
&lt;b&gt;Breast lift&lt;/b&gt;, also referred to as mastopexy, is the  surgical  procedure that removes the excess skin and tightens the  surrounding  tissue of the breast, resulting in raising and firming the  breast.  Mastopexies carry a certain degree of risks as any other type  of surgery  does. They are however safe procedures and the risks are  minimized if  the patients follow the surgeon&#39;s instructions.&lt;br /&gt;
&#39;&lt;i&gt;Hysterectomies&lt;/i&gt;  are sometimes performed with abdominoplasty. A hysterectomy consists in  removing the uterus  and it may be complete (when the body, fundus and  cervix are removed)  or partial (when only the uterine body is  surgically removed). This  procedure is normally performed by  gynecologists and it is one of the  most common gynecological surgeries.  This type of surgery is used to  treat some benign tumors, cancers of  the ovaries, uterus or cervix,  endometriosis and are also performed in  transmen.&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #006699; font-size: large;&quot;&gt;Length                                        of surgery&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&lt;br /&gt;
Between 2 and 4 hours, according to the                                        complexity of the case.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #006699; font-size: large;&quot;&gt;&lt;b&gt;How                                        is tummy tuck performed?&lt;/b&gt;&lt;/span&gt;                                      &lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #000099;&quot;&gt;The                                         surgeon makes a long incision  across the                                        abdomen right above  the pubic area. Usually,                                        the  incision has a curvature that is similar                                         to the outline of a bikini so that the future                                         scar will be easier to conceal under your                                         underwear. In most cases it is necessary                                         to make a circular incision around  the navel                                        so that it will remain  in its original place,                                        in spite  of the shifting of the rest of                                         the abdominal skin.Then, the surgeon separates                                         the skin from the abdominal wall all the                                         way up to the ribs, exposing the abdominal                                         muscles. These muscles are tightened by                                         bringing them close together and  joined                                        in the middle vertical  line; this will make                                        your  abdominal muscles firmer and your waist                                         narrower. The skin that was separated is                                         stretched towards the pubis, the excess                                         skin is removed and the navel is placed                                         in its new position. Finally, the surgeon                                         makes the sutures, and applies a  bandage                                        and a temporary drainage  tube to eliminate                                        the excess  fluids.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #006699;&quot;&gt;What                                        does tummy tuck surgery do?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #000099;&quot;&gt;It                                         helps to remove the excess skin  and fat                                        deposits that appear as a  consequence of                                        regnancies, old  age and obesity, when the                                        whole  abdominal area is affected. When the                                         affected area is smaller, located at the                                         lower section of the abdomen below the navel,                                         it is better to perform a mini-abdominoplasty.                                         It removes stretch marks or scars  that may                                        be in the area. If  necessary, the abdominal                                        muscles  may be tightened by means of a vertical                                         fold in the middle, this will make your                                         abdomen look firmer and your waist narrower.                                         At the same time, it may also help to solve                                         preexisting problems, such as  hernias or                                        eventrations. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;color: #006699; font-size: large;&quot;&gt;&lt;b&gt;What                                        does tummy tuck surgery NOT do? &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: #000099;&quot;&gt;It                                         is not indicated for treating  obesity. If                                        you suffer from  obesity, we recommend that                                        you  visit the section of our site devoted                                         to bariatric surgery. It is not used for                                         removing fat deposits when they are small                                         and the skin has a good elasticity. If this                                         is your case, and diets and physical  exercise                                        do not produce the  desired results, liposculpture                                        is  the right thing for you.&lt;/span&gt;&amp;nbsp;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSNudCoj5qm4yfvyRoiWH2HNrkJlwX4ln5-4A6RpfUVn7-CVk19&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSNudCoj5qm4yfvyRoiWH2HNrkJlwX4ln5-4A6RpfUVn7-CVk19&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSfYw6MtbZlGXg4tDubvy43IcjwIUfqu1GUPxtXyXfHVGmqrph_BhTLvFT9&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSfYw6MtbZlGXg4tDubvy43IcjwIUfqu1GUPxtXyXfHVGmqrph_BhTLvFT9&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT0zzPvDz0Fqwf3xn041dEK3PIn9ugCwUoRZYSHDcRU-vfOF_7HNB7-KDRc&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT0zzPvDz0Fqwf3xn041dEK3PIn9ugCwUoRZYSHDcRU-vfOF_7HNB7-KDRc&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSDhiZre4u8korZ5JSmicUJLQK_nqDD5WfGTqrlp3AapZxGblqHqyxzcgzO&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSDhiZre4u8korZ5JSmicUJLQK_nqDD5WfGTqrlp3AapZxGblqHqyxzcgzO&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSZRw6uc6slSQ2K9sSU9DPfJvAyczNKqZfcm57Iza-X-8RYLp61&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSZRw6uc6slSQ2K9sSU9DPfJvAyczNKqZfcm57Iza-X-8RYLp61&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSMZvQYLob2MzoDR2IoXVOxq7jJ0my3F5VFoqWAvpaP0bMNJ-nyn8_b6CTreg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSMZvQYLob2MzoDR2IoXVOxq7jJ0my3F5VFoqWAvpaP0bMNJ-nyn8_b6CTreg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSRvq_L0DFVddipHnIGK0jQa2iyCzvSMWnsDvnW6kwDMpWmLb8Y0QSsPPvO&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSRvq_L0DFVddipHnIGK0jQa2iyCzvSMWnsDvnW6kwDMpWmLb8Y0QSsPPvO&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQdRvmEEsJR4m336MZUQ0HwqNVx0UqjfwWeNWoOODgTAOlgM4BY-mTSWMnx&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQdRvmEEsJR4m336MZUQ0HwqNVx0UqjfwWeNWoOODgTAOlgM4BY-mTSWMnx&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTBIxYitSISxMU9ANNRZEhMAsLw8M2COHj9oDHItdTHYgkGJxDa&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTBIxYitSISxMU9ANNRZEhMAsLw8M2COHj9oDHItdTHYgkGJxDa&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQAEZJGcPTPeRggVcYy7jEYfP25Vx66LiRef_t3-qybLre0o8rSGA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQAEZJGcPTPeRggVcYy7jEYfP25Vx66LiRef_t3-qybLre0o8rSGA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRzy5SdWrVG78BbdDT-kxZD-6WSc5E_UnkEpSdUi3SKWikjfy4cGP6xSJ6h&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRzy5SdWrVG78BbdDT-kxZD-6WSc5E_UnkEpSdUi3SKWikjfy4cGP6xSJ6h&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR34FxWxcKGks4hSdnbFHq6Wflk7aanr8HHtvKrAOw2-KbJDdJp&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR34FxWxcKGks4hSdnbFHq6Wflk7aanr8HHtvKrAOw2-KbJDdJp&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQEkA46gOgUn4TRsR-mIOGhL3uSEbWKYBM6vRLaU7QL9J2oE9jm_bPwIp0ZPA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQEkA46gOgUn4TRsR-mIOGhL3uSEbWKYBM6vRLaU7QL9J2oE9jm_bPwIp0ZPA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR7huFAfC1bc7MzImF041P3dYBaAyiT-Bq6RKIb3P-RL--xhFLA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR7huFAfC1bc7MzImF041P3dYBaAyiT-Bq6RKIb3P-RL--xhFLA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTHdaNSkS2Nhw6WduGnspi_2tEUITzI4ECyLAvQejGi0Xf_hU8dQ-FlbfOw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTHdaNSkS2Nhw6WduGnspi_2tEUITzI4ECyLAvQejGi0Xf_hU8dQ-FlbfOw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR8vRyN3awWEuT1YqoAN_gGbbV9KVrY0fB-7BQBNVSO6c4-bqmechvU23jB&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR8vRyN3awWEuT1YqoAN_gGbbV9KVrY0fB-7BQBNVSO6c4-bqmechvU23jB&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQQ5b2CNtrPEtvL-es5iy8yqP8JEVFv7EP24KQmsFHvchis7E7H&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQQ5b2CNtrPEtvL-es5iy8yqP8JEVFv7EP24KQmsFHvchis7E7H&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQxsAhE7LxeZalhNFuxfCbkLHXgVC9kFfDKhY6H5zkF7caVqXQ4&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQxsAhE7LxeZalhNFuxfCbkLHXgVC9kFfDKhY6H5zkF7caVqXQ4&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIkYbn3xCf266cN-M1EZaxu5bwmpKh-QwEYXdgdxqREeUCDgvny0o4D1Py&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIkYbn3xCf266cN-M1EZaxu5bwmpKh-QwEYXdgdxqREeUCDgvny0o4D1Py&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQKY6-AA9h1L3ePhMs9-n222W0fBqgcXbCkwKlUJ0CVFVXC9W6YvWcwlNjc3Q&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQKY6-AA9h1L3ePhMs9-n222W0fBqgcXbCkwKlUJ0CVFVXC9W6YvWcwlNjc3Q&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTF5HvmW0_DHcW0mOXuWniVWqO0lnQFEVWqHPFCP3DJR9BwtFJ6Kw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTF5HvmW0_DHcW0mOXuWniVWqO0lnQFEVWqHPFCP3DJR9BwtFJ6Kw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQYuBfAR-roYCesqbDzeZEILxQBTK2XHjfmmrBbA-QykKgYd8UfmQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQYuBfAR-roYCesqbDzeZEILxQBTK2XHjfmmrBbA-QykKgYd8UfmQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQoe7Q51ft2_zr4seDpHAHDyEXegsQs9Es7WLVuvTE90NjQJl_V&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQoe7Q51ft2_zr4seDpHAHDyEXegsQs9Es7WLVuvTE90NjQJl_V&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQJqWTCUAvaDToxPhbFg8tPGgJEwvkxz4Te35VOrjNpPsDSxQqvxg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQJqWTCUAvaDToxPhbFg8tPGgJEwvkxz4Te35VOrjNpPsDSxQqvxg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTEeGsww5jgckjljo2v31h43j8WPLVoXEjHkk0CYlit8BKCiEM6iQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTEeGsww5jgckjljo2v31h43j8WPLVoXEjHkk0CYlit8BKCiEM6iQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS4BFPmA8qNYHlYJtlpDN0ntmAVRNxbTCnzSAqcyNvmGTLzKyTW&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS4BFPmA8qNYHlYJtlpDN0ntmAVRNxbTCnzSAqcyNvmGTLzKyTW&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/5893648054590252941/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/tummy-tuck-abdominoplasty-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/5893648054590252941'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/5893648054590252941'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/tummy-tuck-abdominoplasty-surgery.html' title='Tummy Tuck ( Abdominoplasty ) Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-8713151935865754299</id><published>2011-03-26T13:45:00.000-07:00</published><updated>2011-03-26T13:45:11.246-07:00</updated><title type='text'>Mesotherapy Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Mesotherapy&lt;/b&gt; (from Greek &lt;i&gt;mesos&lt;/i&gt;, &quot;middle&quot;, and therapy from Greek &lt;i&gt;therapeia&lt;/i&gt;, &quot;to treat medically&quot;) is a non-surgical cosmetic medicine  treatment. Mesotherapy employs multiple injections of pharmaceutical  and homeopathic medications, plant extracts, vitamins, and other  ingredients into the subcutaneous fat. Mesotherapy injections allegedly target adipose fat cells, apparently by inducing lipolysis, rupture and cell death among adipocytes.&lt;br /&gt;
&lt;h2&gt;Melting Fat with Mesotherapy&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;Many women suffer from cellulite, whether or not they are overweight.  Mesotherapy is a newer procedure used to treat cellulite. Mesotherapy  cost is quite high, but many people feel that the mesotherapy results  are worth the cost.      But what are the risks of mesotherapy? Does mesotherapy work? And what  are the costs of mesotherapy? These questions are important  considerations when weighing the mesotherapy risks against the benefits.&amp;nbsp;   &lt;/span&gt;&lt;/h2&gt;&lt;h4&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What is Mesotherapy?&lt;/span&gt;&lt;/h4&gt;Mesotherapy is a treatment for the ugly look of cellulite and body fat.  It is not a surgical procedure, but rather uses injections of several  substances, including vitamins, plant extracts, medications, and more,  into the fat under the skin. This is supposed to killing the fat cells,  which are then absorbed into the body, creating a more sculptured body.&lt;br /&gt;
&lt;br /&gt;
There are many different mesotherapy medications that make up the  cocktails that are used in the treatment. There is no current research  showing what concoctions are the best to use in the procedure. Doctors  know that the procedure kills cells, but what is not certain is whether  or not the procedure specifically targets fat cells.&lt;br /&gt;
&lt;h4&gt;&lt;span style=&quot;font-size: large;&quot;&gt;History of the Procedure&lt;/span&gt;&lt;/h4&gt;The procedure was first researched by Dr. Michel Pistor, in the early  1950s. The name of the procedure was given by the French Press in 1952.  Since that time, the procedure has become widely practiced throughout  the world, including in Europe and South America. There is some  controversy and criticism about mesotherapy in modern medical circles.  &lt;h4&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Purpose of Mesotherapy&lt;/span&gt;&lt;/h4&gt;The purpose of the mesotherapy is to reduce fat and cellulite deposits  in the problem areas of the body. The most commonly targeted areas are  the upper arms, thighs, abdomen, and rear end. Often the doctor will  create a concoction specific for the patient. It is used to help lose  weight, sculpt the body, and rejuvenate the skin. But does mesotherapy  work, and how is it different than liposuction? &lt;h4&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Mesotherapy Versus Liposuction&lt;/span&gt;&lt;/h4&gt;The main difference between mesotherapy and liposuction is that  liposuction is an invasive, surgical procedure where fat is vacuumed out  of the body. Mesotherapy is non invasive, and simply uses mesotherapy  medication injections to help reduce the amount of fat cells in the  body. There are fewer risks and a no recovery time with mesotherapy as  compared to liposuction. Finally the mesotherapy cost is much lower than  the cost of liposuction, since it is not surgical. &lt;br /&gt;
&lt;h2&gt;The Mesotherapy Procedure&lt;/h2&gt;Mesotherapy is performed during outpatient sessions of less than an  hour each. A typical course of treatment consists of ten sessions,  though many patients see results after the first few sessions. Recovery  from mesotherapy is so simple that patients can immediately return to  their daily routines. Learn more about the mesotherapy procedure, including what to do before mesotherapy treatment, the recovery process, and the results you can expect.&lt;br /&gt;
&lt;h2&gt;Mesotherapy Risks and Benefits&lt;/h2&gt;The benefits and side effects of mesotherapy  should be weighed before you decide whether this treatment is best for  you. Mesotherapy carries few risks, especially compared to liposuction  and other invasive body contouring procedures. Conversely, mesotherapy  has several marked benefits. Mesotherapy is able to eliminate cellulite  and localized fat deposits with minimal trauma to the tissues, little  swelling or bruising, and low risk of other side effects.&lt;br /&gt;
&lt;h2&gt;Mesotherapy Prices&lt;/h2&gt;Learn about  mesotherapy prices  and how financing plans can put mesotherapy within your financial  reach. Though the cost of mesotherapy varies depending on the locale,  the doctor, and the area being treated, treatment sessions generally  cost between $200 and $600. Many doctors allow patients to make monthly  installments, spreading the cost of treatment over time.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCAChAHkDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABAUDBgACBwEI/8QARRAAAQMCAwUFBAYHBQkAAAAAAQACAwQRBRIhBjFBUWETInGBkQcyscEUFTNCUqEjNDVictHxQ1RzkvAWJCZTdJOywuH/xAAZAQADAQEBAAAAAAAAAAAAAAADBAUCAQD/xAAiEQADAAICAQUBAQAAAAAAAAAAAQIDESExBBITIjJBM1H/2gAMAwEAAhEDEQA/AL8AtgsAW1k4JmLwhe2WLx3RGRcrwhSEAoeumFLRVFSf7GJ0noCfkvM8kc+21x2WtrZMMppHMpITlky/2rxvv0B08b9EihpmgDQIanzPOd5u4m5J4lN6dvdCjZsjqtssYMKmSFlGHOGgF+i3dScBbToj4hx8l6QEHYx6ULRNV02kU7wB90nMPQ6IiLaCeMgVUDZG82HKR5bvgtpYr3NroCohJ3BbnNc/oO8MV2ix0eI0td3YZB2lvs3DK704+RKneeyNwG352OipEsLm9CN1k3wbGXyvFFWuzSH7KQ73dD1tuKbx5vU+RLJh9PKHlVWSVNxPI6QHeHZiPRD5YPwM/wC2VtckXBNui316o+xfR0ALey1Gi2TQA9tovCFsFi4aIyEp2reY9msTcP7s4eunzTmyS7Zj/hXE7f8AI+YXKfxZqe0cmpiLpvAe4EkpT3rdU8pBoLjRQr7LsdBkY0OikDNbr2JvAolsYGllw2DmLQ6IeSnHEJsIgbEbgopo9dy65ZlsQVNPv0uk9dTuj/SM0e0hzXcjfQqzVDLOJSuuAc06cOHFdl6YO1tDXDa2OejM7hvYJLddQR/mBCN7Kfm30VWwCcNzxyOsyJxc4E/d0d8Wu9Uy+vqr8AT/ALiSWyd7b3wdXG9brVo0WwT4no93rFixcOnpGiSbYEDZfE7m14CB43CdKme06tMGCwUzXWdUTXP8LRf4lqxkepbNQt0jnlE27/NWKjZo34JHhzLZddCFYaPhZRb7L0dBkcRCNijBGqghAO/1RsIvoRe61K2dbPWR6KOeHu3Rje6NdEPVP7qK1pA/0RVbSCUjqn5S4J3XyCx1VbxB4JKXfZ19CdtSYsTcwX/Tsyedx8rpxkPMpDF38XiPIEqx26hEt8IFjjeztQ0WwWi3arZGR6F6dyxYuHjw7lzD2nymbF6enBNoqcOt1c4/IBdPK5dtdGanaesJ1DAxg8mj53S/ktrGM+NPqsQUFwADvTyjlsRoPFKuwMb7gbkbSkkgXUuueSvPA7idpzARTJLWN/JAUxGgJRgkAFuC7J5k7qjTl0QFXU79TdZPMDollVJa5v5LVWeUg9ZPe4JSCvlAJ10RtZPa5ukFdUZr2WZnbM29ENA6+JF34W/NWHP0VZwp155Hni4BPO1RMi0zGJ8HeVu1aArZWCIbrFqCvbrh48dqubYuM+0WI6WInI8rBdJXP9pITT7V1bdP0jY5NerAPiClPK+g74f3FstJmuQL2UAZkd3fMck5ZGHN6nkoqijzDMO64cQp6RUYJFJayIdNbildUZaW5e27fxN1CCfibDuP5rh5NDWeqAuldXVix1Qc+IM11ulFZiQN2sNzyG9dUtszVpE9bVixvqkVVOXZsvAXKndBWVFz2ZY3m/RDshDZjDI4OzEXITGOUhTJbZNhuaOFj3tIDrkE8Uy7cpzSUENRStjeBlO628HotP8AZuP+9Sf5Qs1Sp7NynK0duBWwKjBWwKrEYkC9uOJt4oOtroaKIPmJu42Yxou555AIeP6RUStdWANdvbSNPui+95+X9F7R3aCqrFaXD8jpi5z3aRRMbmfIf3Rx+HNU3as1DsVo6uri7GSppzePPmyBryALjTcR/wDVcMNwynnxV+Iyv7aWKFsMbXC4jN3EuHU3A8kg27b2kFHLfvU00kLh0IDm/kEl5CbT2PeM0qQugc3KNdwRHaR6m4ukMtU6KMZeG4c1NgdJiePzvZShkUbNXyyHujkNN5SaTb0ii6S5YRU5C4nmk9XTU0l88Ubv4mBNMbwjEcIERqJIJhI7K3snm97E7iBpoq7VVb2EiSJ7euUlcqaT5PK4a2iGelo2n9Wi9EK98cNxFEyMW+60BZLW33A7+SDke6Q6/ms6o43L6NaiZ7mu68UqaL1sZ6o6c2bZL4nXqg7kUaOmBtrgtNFM6Nosj/pzunqldM4EBFXHNAbGEkztDO8QBvJ4KbF6SGloJKlkggmhYXiR+rRp97op8Mpnh4lkFgRcA7zfiotq8LfjeET4eyd8HbCzpGAEgefWys3XOkQ4njkqWx1ZUYrhsOJzU0rayYkGpnZZjQCdIh8/6KyxRshjytv1cTck8yVJMI8MwNkTC1whhDLgb8rQNB5JJjGLtoonB7rOaLO4G61L2ZqdB2y73vxbFRm7jTGGi/Gzifkjto8DhxmnbnaG1MNzFJbdcWLT0I+R4Ll2ze1r6Ta9r5H5aWrIhludxv3XeRPoSu0NeC3Tig3qmwuKtJHKmYHWS1bKV9NLE9zgDnYQGjmeiv1PS0WAYVI2OzI2NL3udvPAkpqWd4E+ire3Tyygp5M9o/pUbZI/xgmwt4GzrcbIKhY9tDNZHk0hBiMkmKVr6mRpbG27Ymng2/Hqf5BKa6FjAdAeh1TR9U3LolFbLcHVKW98jsLS0V+shjDicgCU1BY2+VOK5w1N0kqiDe1vRCnezT0LaqTQoSHRpfxLrretfw5lajRoA5JyFwIZq5SH1G+7QQjc3T80pw54yAdEfmHMJauGOw+D6VhYGsud53k7yvJGh3TwUnBQzvyNuqXZKEmJu/3uJznXETu8wgWcCLAnwNjfxuuT7Y4o6qrKlznWb2haADyNvkurYnGTaRurty5H7RTQUzMPo6WMNqIWFshG8tGgzcze+u9afCMWtlOe+7jr5r6H2Mxb632doKouDpTEGy6/fbofzF/NfObQ55DWgucTYAC5J4Bd99m+BVmCbOxxVrQyeSR0rozvZewAPWwF+pKFC5OpaLc52l1RPabWNZR4ZBms6WtDt/BjHH42V2kzNBuFyH2lulqMTZUGQhlJljjYDpd3vX/Jav6MLj+6NfpVxoULUz5hpvSyKqu0a3Xsk5IUxoqpg9ZKSSlNTJYIuqlJuldQ82K3Eg7oBmdnmaOqk4qFvemPQKbimukTcj3QfQOsAmFwldCbm3VMsv7yWvsfxP4n04XIWocLF28cRxC3mePcJseaBmnDH3ebfdd1B3FUkicwGsrIoaSaaoe1rIwS5x00sTf/AFyXEKhldtrtM/6DTtEklhfc1rWi2Zx8P6J9t7j0lXE2hppLQvGUc5RfWw5E29Oqu/s62Z+ocKD6ho+mVIDpf3Bwb5ceqzXL0ZT2ebH7A4bgD46t5NXXtGk0gs2M/uN4eJufBXMd1q10YLk2QtRVwtNg9xPJouVpT/ho8xGq7OFx7TLYaXK4ZtRi/wBbY7JFC8up6Xe4n35N3oNVbvaJtSaOJ1HS92olbYuvctafhpb1XLsKGVrm8S4nxQ8tanSN4UnQzZNk0KkEwIQkgJ04rUB1t6QKGzark3gb0tnJyIuUEoWdpykokdmKA6cXe+50U25Qw6Of4qa9ymGIV2EUTrSeaaZkoptJEx7TwS1rkdwv4I+jq15bG03sR7rr7uh6Lk/tD2+c10mGYbdsjDllkcPcPFtuJVq292miwLC3uL7zyAtgZxLrbz0G/wDqvn+eearqDJK90ksjtXO1Lin6ehFLZcthsPra/Evr0ubOaSQOyTEkTHiDy03cjbRd7jccjTlLC5odlcQSLi4vYkei5vshRMwbAIIpLCVwMkhH4j/oIOv2krMAru3poWmjdcyG51vwIvwtpa29Cm9PkNULXB1GZ4a0l7xYc1TtqtrKbDYnRtfrbc3Qu03DlfdfhqeCqWO+0g1NMY6KJ7Jt13atB5g3+SoVRPJVSumneXvebuLt5RnkSXAu970b11XNXVUtTUOzSynM4/IdBuU2GEGV44oWCF878sbSU6qsKfhkVFUOv+mLmnobA/zS9TTls3ipLIkbywgi9lCG5Ba1wjA8ZQVM6Nj4yba9EoU9CaYi+6yDqXXYUdWgC9ksqD3UWAVcA0JuX+IUgUUG5x5lShHYhXZNAO+R4I7MgogRlfzJHpb+aIzFAtcjmB/As/tl/btN/gH/AMlQ8M/aNL/jN+KxYmr7Ypj6O0Vf2fkFUdq/1N6xYl/0cr6lK4nxWw3LFiKIlg2W+1Ksm2v7Dof+o/8ARyxYmF/Jgo/siut+zHijo/sj4LFimFr8E9dvKU1Hu+axYiQAsHg9weJUvELFiO+xJ9hbP1aD+N3wCmWLEO+xjB9D/9k=&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACOALcDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgIDBAUHAAEI/8QATBAAAgEDAQQGBQcHCwEJAAAAAQIDAAQRBQYSITEHEyJBUWFxgZGhsRQjMkKTwdI3UnSistHwFRckM0NicoKSwuFTFiUnVWNkc5Sk/8QAGQEAAgMBAAAAAAAAAAAAAAAAAQIAAwQF/8QAJREAAwACAQQCAwEBAQAAAAAAAAECAxEhBBITMTJBIlFhFEJx/9oADAMBAAIRAxEAPwAf2YuGDMd3dRpnKL+aN7l8aMN/AxQZoxxbwN3tGX9rZoltputUDjvHgPTXKv2bZ9FBtFeyreloZXVl4ZRyCB6qGX2g1SOXsXfZ8JFUj4UdbS7EzSyPLBdQtIfqshX2HNZ7q2ianpYY3Vu/V8t9e2oHPn3Vow3DWtld46XLRJTay93sTWlvJ5jeQ/HFK/7QWU39dbKh8gy+8Zoe3gVJO62eAIJ4HxxSN/HEeqtOigJv5T0l03d+VCeeJpCPZSF1HS4CDAWZ+Q7BPxocYAMcHj4jvpQRnIEYJ3uQGKjSCgmi2kjj4QWwLHk0uAM+Pn7aOorddZ2PETgM0tv2Tj645H2is7sNm9QuCHNt1SHvbA4f5uNaTsur2eixW8xXehYrlTnvyPj7qyZqnjTLoml7QHmG51CLTLplSEW2Ii+ccMYHw99bHtPGsPRSsSkEJZ2qgjyaMVnWs/NzssahFUEAqoAXPf51om04I6J1AyMWdpz4kdqOnwXvYMy1pmJ6ov8A3Zc9/wA2fjQuqkxbxU8Bkj10YPE00LxO/ZcYJAwar00pFtmleWVmZF3fnD5H9rjVitJFfcmw50G6jNjbKoaNY0VVD8DjAojt2Sb6O6zDw50N6NENxBxxirWfSoLlDvoQ35y8D7abF1X1S4HydMnzLLgRMOYx6a9MSsM5z4rnhQbqccelaa2ZNQju1JEc0M7FJM8t8Z7OOXgRVTYazrUtwD8qui0XEJguG/xA8MemuljU5FuWYrly9M0NlAGFAAqrvJURVLsqqWxvMcA95qqsYDrGnM8nyz5TK7GWWWUiMDPDcRSBwHiMVLi0O1tFykW8+PpvxY+2s+XPEce2W48FVz9FcFtJLtbeRY5lnXq5MHOAeRPpOKc+TW+oWjWdspg+TurI/fwJGc8+OCPfTSwb2uW6Bd7tEkA45cc+6pt2l5DdN8hiUcQxIjG64xxyfHn68Vl7/JyX9vjZT2NpBPqcwu7AiZI+0zoN3mO7GCfP011XdpeGdnWaLqpVxwYgFh4geFdUUoNZab2AlnZwOkYVpCAuDlyOXlV7oemwHVrLKtgTqeLE8jmqy0hxcDBY4UnG9zJ58KvdNYxXtu/LdkU++uZlp/sSfkgy1abIJ50O3M/MYyDwI8qtdTlG4efCqCV8k1RCOsC+v7PwT789kBFJzKgYVvVQdIrxO0cmVZeBBrTLgjBoWvbOKa+lZ4wSqgg+HaH3ZrfgzNcUZs+FP8kR9F2el1ALLcsYYeYAHab91Gmn2Fpp4UWluqkfXbix9Z+6kWSqsagYxjuqTvYFU5M12/4WximEOyzPjn76m6E28kysM4YH25/dVRJLgHNVc+0F7pUuLO3im6wdoyE8Meg0mOXT0hczSnkJtY026mmYwjfDjOXIwvkP48aOtpY2i6KkifiyWdqp9IaOsgXbjXCAP5NtCO/O/wDirXtfme56J4riVVWSWytHdV5Akxkj31twy5TMOW1SWjI4xTM43dKDAfRVG9QIzT68FJ8qUkQlsupP14t32rSfRSuGEGiNvBTRMo+boH2YuWaCIse0BhvT30aQy5iGKKOhvZD1OBJomVwDkY5UI6dasNWnt1LrCAqsisd1/SKMLpyoOceuhbSbgtrt4GH5rL6MY+INNNVCalkczTXcF1lEI48cKXcjERPlSbZ8rSb+TdiPHupUiMF7nUItP1WOedJZFG92YU324jHKnn2wsR9Gx1P/AOr/AM1WXDdbeSueQ7I+P7qaZRVk3paMeW/y4J0m1entJ1n8m6iXxje+SjOPbXVWMorqPk/hX3sVaWpL9YvAEZqxiUrnyryCPdXB508uK5LexvRbXrmS3Dg8GGao5WOTVynztgMcSvZNUNyQrNTQdaHuUyPcSYU551XW8fWdfIeO+d0eqnb2Ts07apu2seeZGT66u3pFHU1qSTYSExL7KlO2BVfbEpM4Hjmn5nOKVrbL5e52N3EnA1AltRMQxYhqenc4Neg4UDyo+jL1L40JgtAMdoVsW0I3eieIeFlafGOsmhPKta2k/JRH+h2vxjrR0z33GJmRZxG3+E/Cnrc4jTHcoqMx+Zk/wH4U/EewvoFT6AdpbfJ764iPLe3wPJv+c0aWsuYudBEh3NQhcfXQqfSCMfE0V6fJmHFMjbje5R7qc26pOeVDNqer1aJu97fj6mz/ALquNXkCxOc9xxVJL2NQsz/dcH9WiSnqpQZ2Uh3QajavcbkLE9wryyfs1W7QzEQEeJwKg7ZVxcYt482O97f4FeMa9JCjHhwptjQOdT2xLGupDmuqALr6wPiKSTg1wPZ867Oa5pYWGlvvWlz5TH4AfdVJenDmrLQplaC54ghmLDj5mqjUSetbHLNWR7OlgbeNFXdnIwOZqyGAoUd3CqmYnr4x3lhVkzYq21wijqnykeHsz58aclbhUeRu0p99LkbI4caBdge4RP2asYNU2jsLG73jBPLuvuHBxuk8D6QKNtR2a2Wtbg20UV/JNHMI5lM5AC97ZxxxQbsU6rtfpeZFj+ePbJGF7DceNanp9u0NxO+pXcc0nWb0c8UykvwxxGR7+Aq+J3OtGTqm+5A7reyug22zl/qOmpeiW2kEY6+Q/S31U8D6TV1tH+SeL9CtP2o6ga/HcwbK601xeQdXKyGK1jkVyvzqnOR5d1Ttoz/4SxH/ANlafGOr4++NcGb2Y9KwSCVmPAIxPsNSIzlFx4VX3h3rK4TPExMPdUq2f5mME5O6PhVX1sgq84G3f82Qe8Efuoh06TMXZOT4UO3BDRovi649ufuq0hJiAeJsMOYI4GombMHxO1qQiJlOePKq+4bF5a+h/upV/O09wiNjGeIBzUe/k6tYbj/pOCw/ungfiD6qcXLS70E+nSb8Ywe6rbZrRtP2h1G7g1Hrty2hEq9U+6c71CllcOqMsbL/AJuBFFGwKSG81SO1vVt53tlxNIQMnf5eXqorhlmV/g2ibHoeys90ghi1Brcws7yCY7ysOOMY8Af4zVZt3oGmaPYabdaWLgC73iRO+8cYUj0c6M4LfqtJeJjH8taIoQJk6tueDnOPPlmhPpEE0GiaRDd3sd1Mssp7DA7g3VwMjn6aE709o54BM1dTTOK6oQ3MdHejD+1vftV/DXfzd6N3S3n2q/hod0fpM1C+TEtnaLIrMrbobGQcd59frq3XbS+I429sPU376Z+BfRf46JNl0caLZQNDFLesrDBLyqTzz+bSH6NNEcnM19x8JV/DVTqe3uu210qWmm29xEYw2VjkPE92Q2KkaLtrrt9exw3OmwQoyli5RhjHpb00U8L+hl5JWkx49FGz5kEhm1Akf+sv4adPRfoP/Wv/ALVfw1WbRdK1ppjNa6eINQvjwEcRO5Gf77Z9wyfRQxcdMuuxKMWGnFu8GOQY/Wqztx/orbquWHDdFugEcZr/AO1X8NKHRfoOMdbffar+Gs6bpu2hClv5M0zAOM7sn466Lpx10MDNpumBO/AkB/ao+PH+gqrn0w/bom2eZt5pr8+RmXH7Nd/NNs73ve/aJ+Chq26XdRvId+1tbDfX6UbK+R+tTl50qa1DpUd7Fp1kxNwsUmVfC5GR9b00HONe0R91PkIl6J9nVOVkvgfESp+CiW92es73Z1dCleYWixRxbysA+EKkccYz2R3Vm2qdKevWWr3NkllpxVYOthLCTLHhgfS9I9VHF7tJd2+wUG0CwwG6ktLeYxnO4Gk3MjnnHaPfTSo1wK5a4ZWHop2fIKmbUMEY/rl/DSl6LNAUACa/+2X8NDa9KWsk8bKw9j/iqlvOmvX4LyWBdO0xtw4zuyfiqaj9E7WHc/RRoE25m51JSjBgUnUcR/kqYOjrRN0Kz3bY7zIuf2aAdH6YtdvrkxS6fpyjdJyok+9qtU6VNQW56u5t7JF48RHIffvemiplvSQduQjfow0J23jLfeqVfw0mXos0CWN43lvyrjB+dX8NMWW373eBG1gWP1Q5z8atE2lvWAIgg3SeeG/fT+H+COvsYh6NdDiRU6y8fdAALyKT+zTd10Y6FchVeS8AU5GJE/DTl5tZf2y73UW7KODHDcPfVTL0ganH1oFnasVxgKGJbPrqeLX0HyN8bJ381Ozx/tL37RPwV4OinZ4cpb8eiVB/toZTpW127kszYaXZtDMrb5kV8qw7vpVZWO3e08txcQ3Wn6egTHVyqr7rA+lvdSan9E7S0/mo2fP9vqP2y/hrqG7npP2iVOtttOsJFViskZR99SDg/X4jNdSbj9Fv+ewJ2eZ1ZpJW3mkldiR47xH3UXLJkDFAel6nbxwRBi4O4c4QniTmru31+1RcMtwfMRGsVrktVLQc6HZrcQySb6qxkIx1e8eQ41VdJEbWOzbLBMyy3EqxABd04wSe/lgUE7Q69LKIRYTX0S823JHiHDj3Hv5V5osFzrkUFk9zcTurtI/XSscb2O892F7vHzoxCn82yOu7hA/b/MxNHFE78RkjgOXu9dInikKAtbBACQGLDifSBWo2GyNhCALgmY/mgbiD2cTU+TTrG1XENnbp5iIZ9tF9VO+B101fbMTePAzuqDnuNN7j9WSFyoOM1rV2EzwRf9Iqsura2kz1sET58UHxorq/4F9L/TNba4ltrhWiYq6nskfD0VpegxDVtl9RgA7U2GQeDgZHvAoD1WxW01GUrlYAAVyPHz9taJszBJpulwxMwZnbfbdHAAjlVua05TRnmWq0RWsI4Z7a61FpJpo4t2XeYcB3cfbWo7VyI/RfvoN1GtbZgCMYBaOswvZAZpHDgqH7WMEDjz4kHNabtJ2uipDnnZ2p/Wjpenp8jZ1rTMgjkjx9IUNanbu2rXDpHI++eG6mQc4xxz5N7KKEUeFepGDcNkckU+9qZZNModtg9o9tJa6xGxSZU38OXUDgQcd/hxq+jhbU5ysJwiO2854DOe7x4AfwKkPCWaMqQCsgY578UnSphbz3FsTgiUsAfBuI+Pup11FR+U+x8UrI+2i5sNnbDgJhJK3m2B7qJLLTobJc2xkiGOSyMR7Cce6oWl9rdzV2wAQVV/oy3y6NTw41wkVV/ftbLI0q9auOJGAcffUDSjDNftPDIOr3AyA8/Dl5ZqTqoVkcHkRxqFstpMsSpdtOnUMZMRBSCCWI55x3d1X4stNNUZ8uJS00V+rwrbyGC2jCRoewVXIXx7+dTY/lZtrGQMViUBZCzAb2GwN7PPgPbUjWNInup3aF13WwSznivkOHCpM2nK1nHbB2URY3XwMn+M0JT2B6KzVNM+XqJtLuI4mY5YqvZPnw5GupyXSpbQiSxlbCnPVZ3QxI4nPvrqPaiyc1pa2BFhIrGJG3QwBA3eRAA4irZEHCoFpjrsY3Ru441aRLkVzMlcmcZubPrig4cVZvhTmhE6TqG8T2ZUKMfWD91PwnNwo/NTh6z/xUqSME5wCQPCkdPWhoemmFC3Km2Vl54zVNd3r75GeHpp23lcaWhCk8MVS3Tvvne4UsI6qruSYua4zzNQpp8nnTMrEn6VRnfzq3RGyp2nO9bFqOrBj8jgPE/Nrx9QoN1KEXEGDnDHuqq+TTKAPlVwMcMda1XypqUtnOq+22zR20qG6l333wCQd1VGAe/u45rRNrgo6NXVBgC3twAO4b0dfPEVlK5H9Kn+0Y/fW+6upTohtVYlithZgk9/GOrsSST0xLvuMpTmKXD/XyH+6o+JpKd1Kg/rpf8vwqsqJIqFfxLHd2t2AQ+/1bY71IOM+g/Gpy1H1QH5GWHNJEYf6gKGx4eqTCzSmBVSOdXEjncAzVBo+RGp9FW0p7NFG9lfqHFWye6h1L7VYo+rtdQ6qLJKr1KtgE55mrrVpdyBznuqkxhQPAU0016M2d8JCX1DXe7WCPRbJ+6mWvte7tY9trH+6nWppqbyUZdsZa+1//AM5//Kn7q6vX511TyUTbPbSFfpEZO7UxBikom4SB4UpDhuNc1sc9hH9JbyAHxqcoyeNQbY/PSnzA9wqYhoMKJ8WRYMRnAY8BQ7duQ53udFNsoOlE8iWPGha+XEhNPjOnj+CK+VyTUaRjUiQ4zUcAtIOB58POrgVWlskBfmlHlUeSNQfoipPIU3IMil5OZT29jMWFYY8a2zX/AMk0P6FafGOsTXgwra9d/JJB+g2nxjrTg/6/8AZOhpcBzLL6QPcKbWlQH5yb/F/tFKAlrTd8f6MAfrSIP1hSlNNXp+bj8pk+NQaPkgs0yL5pamzturUfTGBhU+VLumJ4LkknAxTJcG9lDrEm88cY+scn0VAJ4VIuo7iW5duol3V7I7B/jwph4ZlUs0MiqOZKEAUWjFlrdDbGmmNesabZqBSJc8a6m3auqBLLPfXhHE14DkV4CSTWEc8tWy8p/vn3YH3VNRqq9Pl6yIv+c7H9Y1PRqFLTIi8t3A0lfS3xoavWy7emryNiNKTzJ+NDl3J2j6aeEdTH8EQbhgA3orbLrUpbaxsLeyW2besVMxON+LsjDc89/hWHXDZBHqrTLTbDZ2J7W6SDUo7tIESTdjjKSHdCnILfurXjTc6Rk6r0gy0S5mjvILC/a2OLcYJADu+cevh5e/NYRdt/SZv/AJG7/M1pw202bfUkv7m21KWaPARBFGsaEHgQN/4msquHDzSuucM7MM+BNTInpJmRHintD01teu/kjg/QbT4x1iCntCts1846IIP0Gz+MVNhXyCZOjCm7GbrJbsE/QmwP9K0hXry0G5JOfz5N4/6VoIGyyVqRdEMsS95mT3HNNq9eOOukgQnHzgOfRxpR4+SC3TXKx4J5cKm6VcxrtBpyl8E3CDn51AtYurt2Oc5Oaq01GOw1yyu5Y2dLaYSsqniwHcKsnjRtycJmk3+pX2o3ksNleRm0WdCksZPAgZ3SR3Z7/jypOuak11svtBBdXEbzxq27GowQnZxw9OfGh61280Sxmlay0+9h605ZMoyd/IE8OdQb/bLRJtL1G3tNPvFur5GUzzOrcSc+z0UZVJ72c7kE3PE005pLOaQzUugHjGupp2NdUCf/2Q==&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcS9iUqoEyrIVAqW97CF5pLqukt91lvpaOV7R4E34BhxXSZrSmcjhg&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcS9iUqoEyrIVAqW97CF5pLqukt91lvpaOV7R4E34BhxXSZrSmcjhg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRRtR4GGYeK4kW9eDtuxdU2aNoN5hSb-cEOG5Y44OvTwQMU5YgfwoX48FxL&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRRtR4GGYeK4kW9eDtuxdU2aNoN5hSb-cEOG5Y44OvTwQMU5YgfwoX48FxL&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRpje94qIZSnaYcRvXw581-AtKS8gmxdE2wVYqi4BMRKeYwt7Tk_Q&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRpje94qIZSnaYcRvXw581-AtKS8gmxdE2wVYqi4BMRKeYwt7Tk_Q&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQqL5We1arnIus6YYozzgrV8zJPqFNmtigi_HqDjkeMkftzr8o5ZA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQqL5We1arnIus6YYozzgrV8zJPqFNmtigi_HqDjkeMkftzr8o5ZA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRmxFENyunYdDrTZRe3sAyms4jtkPAt66HGcswe5KnL8UzdOGMg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRmxFENyunYdDrTZRe3sAyms4jtkPAt66HGcswe5KnL8UzdOGMg&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSj0uNxDQduAKcC1DRZLukw3AJA3G7qXdMTPb6o01neS5q62MKL-iyuKuPd&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSj0uNxDQduAKcC1DRZLukw3AJA3G7qXdMTPb6o01neS5q62MKL-iyuKuPd&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRrhLEPGXueDqz_wHH2NIDxtn1QlWJjcWdklJJ8DBEsodbg-UZGm5eMF17gyQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRrhLEPGXueDqz_wHH2NIDxtn1QlWJjcWdklJJ8DBEsodbg-UZGm5eMF17gyQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRtpOtFpScymHblOQtjvSAQNVFVlKQ6Nuc_l3frggSZZp8Soe7uIQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRtpOtFpScymHblOQtjvSAQNVFVlKQ6Nuc_l3frggSZZp8Soe7uIQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRP-tX6Rop5aJV64hSdP6hPH-Lig2hdDfA4twRXkiXsWpgKm0VQdQI9-X0&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRP-tX6Rop5aJV64hSdP6hPH-Lig2hdDfA4twRXkiXsWpgKm0VQdQI9-X0&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRlYDXK1L3zY9WyoPephgkqfnoDigYWMr-9c4dK0_dFmfDwJeogQIEC4-4X&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRlYDXK1L3zY9WyoPephgkqfnoDigYWMr-9c4dK0_dFmfDwJeogQIEC4-4X&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSZIiMyLInhyrrigWLrihg4cuMsMsv53ml4nisbEkqNngqcS8fmemyC0JJb&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSZIiMyLInhyrrigWLrihg4cuMsMsv53ml4nisbEkqNngqcS8fmemyC0JJb&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQhPV3TSLU-eIRVk_jHx4HZLok6SrfUY_oqgY8phgppr2vrPHTK&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQhPV3TSLU-eIRVk_jHx4HZLok6SrfUY_oqgY8phgppr2vrPHTK&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRdGsisIUqfEOv5kvtVC1Jm9aURWM3_yQHgOEPsXUQqWzSFeBFeO5RSv-vz&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRdGsisIUqfEOv5kvtVC1Jm9aURWM3_yQHgOEPsXUQqWzSFeBFeO5RSv-vz&quot; /&gt; &lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/8713151935865754299/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/mesotherapy-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8713151935865754299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8713151935865754299'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/mesotherapy-surgery.html' title='Mesotherapy Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-7815526164410935015</id><published>2011-03-26T13:05:00.000-07:00</published><updated>2011-03-26T13:05:25.840-07:00</updated><title type='text'>Macrolane Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Macrolane&lt;/b&gt; is a breast and body-contour filler marketed by Q-Med in the UK since early 2008.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-0&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt; It has received attention as a less invasive alternative to surgical breast enlargement,  offering an increase of one cup size through injections that only take  between 30 and 90 minutes - heralding the term &quot;30 minute boob job&quot;.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-1&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;
The treatment involves injecting stabilised hyaluronic acid into the breast, buttock or other areas, and then moulding to the desired shape.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-timesonline1_2-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Macrolane#cite_note-timesonline1-2&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;The benefits are that it requires only a local anaesthetic and will  leave no scarring, although bruising, swelling and discomfort for a few  days are expected. The effect however only lasts for 12 months, after  which further injections are required. The procedure has also drawn  criticism as its long term effects are relatively unknown. In 2009 the  journalist Alice Hart-Davis described the problems that she experienced after having the procedure.  The only medical trial was supported by the manufacturers, involving  1000 patients in Japan, and anybody taking the procedure will be entered  into a European-wide research trial&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-timesonline1_2-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Macrolane#cite_note-timesonline1-2&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
Initially, treatment in the UK was reasonably expensive, costing  about £3000 for the initial injections, followed by £1400 for repeat  injections each year in order to maintain the effect.The cost of initial injections has dropped as the treatment grows in popularity&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;box-style3&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;center&quot;&gt;&lt;h2&gt;&lt;strong&gt;Macrolane non-invasive injectable breast and body shaping treatment &lt;/strong&gt;&lt;/h2&gt;&lt;/td&gt;        &lt;/tr&gt;
&lt;tr&gt;                              &lt;td class=&quot;content1&quot;&gt;&lt;br /&gt;
In past  years, the latest option for  non surgical, scarless breast augmentation is an injection known as the  Macrolane filler.  Less invasive than plastic surgery, Macrolane breast  injection restores volume simply and more safely.  Macrolane breast  injectionMacrolane breast and body shaper gel contains stabilized  hyaluronic acid. Hyaluronic acid is a natural component of our skin .&lt;br /&gt;
&lt;img align=&quot;right&quot; alt=&quot;Macrolane&quot; height=&quot;217&quot; hspace=&quot;10&quot; src=&quot;http://www.meditourists.com/images/macrolane-before-after2-.jpg&quot; width=&quot;386&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
Macrolane  injcetion- the first breast and body shaping treatment using hyaluronic  acid. It is based on Q-Med&#39;s unique patented NASHA™ technology  (Stabilized Non-Animal Hyaluronic Acid) which has been used in over 9  million treatments in over 70 coutries worldwide. Use of NASHA has been  clinically proven and well documented in facial aesthetics for over 10  years.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Photo: Example of Macrolane treatment                                &lt;/td&gt;                                                &lt;/tr&gt;
&lt;tr&gt;                              &lt;td class=&quot;content1&quot;&gt;                     &lt;img align=&quot;right&quot; alt=&quot;Macrolane &quot; height=&quot;225&quot; hspace=&quot;10&quot; src=&quot;http://www.meditourists.com/images/macrolane-plastic-surgery-abroad-image.jpg&quot; width=&quot;300&quot; /&gt;&lt;strong&gt;Macrolane breast enchancer&lt;/strong&gt; is injected deep into the subcutis under local anaesthetic. &lt;strong&gt;Macrolane&lt;/strong&gt;   VRF filler comes in two formulations that can be injected seperately  or in combination to ensure full correction and smoothness of the skin  surface. The formulation and volume of Macrolane filler used (either VRF  20 or VRF 30) will be dependant on the individual and treatment area.  Dr Rodigo will advise you at your consultation the most appropriate  treatment procedure.  &lt;br /&gt;
&lt;br /&gt;
Women who are considering breast augmentation with Macrolane  breast filler will want to be reassured that the implant will not  adversely affect the efficiency of future mammograms and/or the breast  tissue itself. In one study, mammography after Macrolane breast filler  injection for breast augmentation was evaluated. It was concluded that  mammograms from these patients were easy to evaluate. Furthermore,  routine supplementation of mammography with MRI does not appear  necessary in patients treated with Macrolane breast injection . For the  breast enlargement with Macrolane to increase of 1 cup size  you need   volume of 100ml in each side. The procedure is performed under local  anaesthetic and takes about 30 minutes.It lasts about 1 year and can be  repeated as and when desired.It can be used in all parts of the body. in  women and men including for penile enhancement.&lt;/td&gt;                                                &lt;/tr&gt;
&lt;tr&gt;         &lt;td class=&quot;content1&quot;&gt;                                  Anesthesia                                  &lt;br /&gt;
The operation performed under a general anesthesia.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
Inpatient                                    &lt;/span&gt;&lt;br /&gt;
This is a major inpatient procedure.  &lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
Duration of operation                                    &lt;/span&gt;&lt;br /&gt;
Breast asymmetry correction usually takes 2 to 2.5 hours, depending upon the extent of the work needed.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Time of Recovery                                    &lt;/span&gt;&lt;br /&gt;
Usually within 2 weeks. The patient is  able to resume normal activity, except for lifting. Required minimum  stay in Budapest  10 days.    &lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
Possible risks and complications                                    &lt;/span&gt;&lt;br /&gt;
Breast asymmetry correction is  a major invasive  plastic surgery. When performed by a qualified plastic surgeon, one  trained in body contouring, the results are normally very satisfactory.  However, as with all surgical procedures, there are some risks  associated with breast asymmetry correction . There are also specific  complications associated with the procedure. These include: infection,  nipple asymmetry and poor healing, which can result in heavy scarring.  Infection can be treated with antibiotics and drainage. You can reduce  your risks by closely following your surgeon&#39;s instructions both before  and after plastic surgery. The specific risks and the suitability of  this procedure for a given individual can only be determined at the time  of consultation. All plastic and cosmetic surgical procedures have some  degree of risk.  &lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
After care                                    &lt;/span&gt;&lt;br /&gt;
After the plastic surgery you may be swollen and in  pain, which can be controlled by medication. Depending upon the type of  surgery performed, you may be remain hospitalized for up to 2 days. Your  doctor will give you instructions in your post-operative care.If you  feel any severe pain, call your surgeon immediately. Most of the  swelling and bruising should disappear within two weeks or so.Your  surgeon will let you know when you are ready for exercise. During your  healing  period avoid drinking alcohol, which can lead to fluid  retention and delay recovery.   &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Results                                    &lt;/span&gt;&lt;br /&gt;
Most patients are extremely happy with breast asymmetry  correction. There is a certain amount of increased self esteem and self  confidence which may result.The degree of improvement varies from  patient to patient.&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;content1&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;content1&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What is the    Macrolane procedure?&lt;/span&gt;&lt;/h1&gt;The procedure is quite simple. It involves you being given a local anaesthetic    to numb the area to be treated‚ followed by the making of a small incision    in that area. The doctor will use a thin tube or cannula to inject the Macrolane gel into the subcutaneous    layer (inner layer) of the skin. &lt;br /&gt;
You may be prescribed antibiotics either  before or after treatment to reduce the risk of an infection.   &lt;br /&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;How much does Macrolane cost? &lt;/span&gt;&lt;/h1&gt;This depends on what part of the body  is being treated and the amount of gel used. &lt;br /&gt;
As you can imagine‚ the greater the  area and volume of gel used‚ the greater the cost. Prices can range  from £1‚500 up to £3‚000. &lt;br /&gt;
Costs of Macrolane vary between clinics so you will need to obtain a  few quotes before making a decision.&lt;br /&gt;
&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQDzBTyKK3rcENj1J1PCFob3_mlMMlo8kJ9Q9Ne4639CVSrstYwZw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQDzBTyKK3rcENj1J1PCFob3_mlMMlo8kJ9Q9Ne4639CVSrstYwZw&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTzE5FOe3tvLRxmk48_066Y7fjeLEOTtGvJEwcZEhvoB5218RNC&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTzE5FOe3tvLRxmk48_066Y7fjeLEOTtGvJEwcZEhvoB5218RNC&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQF0dqTQHYAydezKwOIWre8sR22TeTURlD-CkaNmaxo6FGZ8VRjgg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQF0dqTQHYAydezKwOIWre8sR22TeTURlD-CkaNmaxo6FGZ8VRjgg&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTfLC3DKdLYmw0JtKzPHkrpIUnukVxnzLVg-8eBxb8-kUGRloYP&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTfLC3DKdLYmw0JtKzPHkrpIUnukVxnzLVg-8eBxb8-kUGRloYP&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQi4ke1mgIugNWUtxYC28m3pvzhtcTXsD-HBxosZ3yKi5qxkd88uA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQi4ke1mgIugNWUtxYC28m3pvzhtcTXsD-HBxosZ3yKi5qxkd88uA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQQYtVGN5Yzew1OC-Cf8-I6RyGZ75dYJBd4WfXPJCyLGUJhTZKOXvfNR3hO&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQQYtVGN5Yzew1OC-Cf8-I6RyGZ75dYJBd4WfXPJCyLGUJhTZKOXvfNR3hO&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQdMAGrVDsIaLKEOX48rKi2JJahIZZlE7nZQCpoV7AZSGt46_t28g&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQdMAGrVDsIaLKEOX48rKi2JJahIZZlE7nZQCpoV7AZSGt46_t28g&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT5BtetcIz5kVn0I3gN_Ql0UAhBNCKN8r2Jyft-aSqMFNdXhZJx&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT5BtetcIz5kVn0I3gN_Ql0UAhBNCKN8r2Jyft-aSqMFNdXhZJx&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRiqKg0CIOUuyFhvf5l-kvqoHx-qKCkwhewh4RK30Rc44pytlQuNQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRiqKg0CIOUuyFhvf5l-kvqoHx-qKCkwhewh4RK30Rc44pytlQuNQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcT0m04nI8ihn_FMJ56YY_N2gzCjJSHy_n6PkGFsc0c_fAo7cTN_AQ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcT0m04nI8ihn_FMJ56YY_N2gzCjJSHy_n6PkGFsc0c_fAo7cTN_AQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSMVroCZ1mW8JQl2xkrnZEA8JAB9WE5tuYeK3zHEdAywsvU_vp6N5Yq3tSaBA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSMVroCZ1mW8JQl2xkrnZEA8JAB9WE5tuYeK3zHEdAywsvU_vp6N5Yq3tSaBA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSrqsCy50d2QE6yvoL9LPGtO_nIBOaCCdL2Sl0wMvG8PmQO0j0M&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSrqsCy50d2QE6yvoL9LPGtO_nIBOaCCdL2Sl0wMvG8PmQO0j0M&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRiqKg0CIOUuyFhvf5l-kvqoHx-qKCkwhewh4RK30Rc44pytlQuNQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRiqKg0CIOUuyFhvf5l-kvqoHx-qKCkwhewh4RK30Rc44pytlQuNQ&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSs-Ut6p_2OgoQUZjaLo2nXXuzYsWXTa75Mis3A9YSvEzhecDSkDBC2zOPE&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSs-Ut6p_2OgoQUZjaLo2nXXuzYsWXTa75Mis3A9YSvEzhecDSkDBC2zOPE&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQsH1hzaPX1_GpQEBHaKgWDvlals5n1urOuORpqFIOzyrdYSa1cBTgETrtV&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQsH1hzaPX1_GpQEBHaKgWDvlals5n1urOuORpqFIOzyrdYSa1cBTgETrtV&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTiI304thn54xHhG9P4kYXcSsubnQ_cZVOm4YkQdOLqr-A00VbQwA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTiI304thn54xHhG9P4kYXcSsubnQ_cZVOm4YkQdOLqr-A00VbQwA&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT0LzruYhWViBF2U-QJWAjca9Lc5QHJa1fP676TLsABxOzscxEX0A&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT0LzruYhWViBF2U-QJWAjca9Lc5QHJa1fP676TLsABxOzscxEX0A&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQULMGmxBDB2yKhCSv4wCWwDUyMCHyq61gJKnLDfYmoXslbtCPDWw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQULMGmxBDB2yKhCSv4wCWwDUyMCHyq61gJKnLDfYmoXslbtCPDWw&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR7TjGag5OmINrnKUBOvtxI17v9S0O_-o3-5RCjQLKGwHwfq7k1gg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR7TjGag5OmINrnKUBOvtxI17v9S0O_-o3-5RCjQLKGwHwfq7k1gg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQvzmsYU73hf6jW-H1W2Is5LV92XsS_d-fE2ZDbq_or4GeWIidLYAHLrK_Y&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQvzmsYU73hf6jW-H1W2Is5LV92XsS_d-fE2ZDbq_or4GeWIidLYAHLrK_Y&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQF8OJ682rY5urfgZx8mIyn13s9FgpXqyHsG79HLWFoFIIyFbhqwg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQF8OJ682rY5urfgZx8mIyn13s9FgpXqyHsG79HLWFoFIIyFbhqwg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTmAbdqmX_Cf9YcF2rlg18DnD7ZYrJt_9zoXrchoAJpt3z0wqO0KA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTmAbdqmX_Cf9YcF2rlg18DnD7ZYrJt_9zoXrchoAJpt3z0wqO0KA&quot; /&gt; &lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/7815526164410935015/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/macrolane-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/7815526164410935015'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/7815526164410935015'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/macrolane-surgery.html' title='Macrolane Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-764585904832778358</id><published>2011-03-25T15:18:00.000-07:00</published><updated>2011-03-25T15:18:11.637-07:00</updated><title type='text'>Benelli Lift Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h1 class=&quot;art_title&quot; style=&quot;color: #a64d79; margin: 15px 0px 0px;&quot;&gt;Benelli Lift&lt;/h1&gt;&lt;div id=&quot;body&quot;&gt;   Wanting to &quot;put back where they belong&quot; small drooping breasts? Or  just wishing to have a breast lift? But beset with anxieties regarding  general anesthesia, time and financial constraints on the  common/conventional breast lifts?&lt;br /&gt;
Then, read on and find another alternative to having your wish granted with a Benelli Lift.&lt;br /&gt;
What is the Benelli Lift and how is it done?&lt;br /&gt;
Dr.  Louis Benellito conceived of this procedure to boost smaller breasts  whose elasticity has been spent. In this procedure, the surgeon removes a  ring of soft tissue around the areola (shaped like a doughnut) which  makes the lifting of the breast uncomplicated and brief. Clinically,  this is called a doughnut Mastopexy and a concentric Mastopexy.&lt;br /&gt;
The  Benelli Lift usually results in only a scar around the areola which  levels out and fades in time. After the doughnut-shaped tissue around  the areola is removed, the surgeon sews up the adjoining tissue to the  rim of the areola with purse string sutures.&lt;br /&gt;
The breast is lifted  by the tightening of the sutures, producing a flatter, rounded breast.  The scarring is minimal because there are fewer incisions than the  traditional breast lift and this is usually done as an outpatient  procedure with local anesthesia administered.&lt;br /&gt;
The only hitch to this procedure is that you cannot have breast implant augmentation done simultaneously.&lt;br /&gt;
You  should consult only with a board certified plastic surgeon who has been  trained in the Benelli technique. You can ask to see before and after  photos before any discussion of your expectations and long term plans  with your chosen surgeon.&lt;br /&gt;
Recovery&lt;br /&gt;
You can expect an easy recovery from a Benelli lift. Patients usually get back to work within a week of the operation.&lt;br /&gt;
Take  note, the full effects of the Benelli lift take up to a year,  sometimes, to be seen. You should also discuss with your surgeon any  future procedures that might be needed to maintain the effect. You  cannot argue with time, nor gravitational effects, your weight may go up  or down, which could call for a touch-up procedure later.&lt;br /&gt;
In  cases where the breasts had been almost totally stretched, your nipple  might have to be moved. Here, the surgeon will be making a vertical  incision aside from the doughnut-shaped cut.&lt;br /&gt;
Any Risks?&lt;br /&gt;
Customary  risks connected to traditional breast lifts (like anesthesia  complications or even risk of death) are absent in the Benelli lift  because it&#39;s local anesthesia that is used here. Only the complications  arising from any breast alteration surgeries may be expected, a drop in  nipple sensation, infection, slow healing or a loss of areola tissue.  Choosing a qualified cosmetic surgeon definitely reduces risks for you.  Whomever you may choose, a candid discussion with your surgeon will  definitely help you understand the results and risks of this operation.&lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;Benelli Breast Lift Procedure&lt;/h3&gt;In a Benelli mastopexy, the surgeon makes an incision around the entire outer border of the areola.     The doctor will then create another incision in the breast skin which  surrounds the first areolar incision.  This second incision might be  symmetrical to the original, but is more likely to be wider at the top  of the nipple, with more skin removed from the upper breast.  The excess  skin, roughly in the shape of a donut, is removed and the surgical  wound carefully closed using special sutures.  This procedure will raise  the areola by &lt;b&gt;3 to 5&lt;/b&gt; centimeters and the nipple    by &lt;b&gt;2.3 to 4 &lt;/b&gt;centimeters when performed properly.&lt;/div&gt;&lt;div id=&quot;body&quot;&gt;&lt;h3 style=&quot;color: #a64d79;&quot;&gt;Benelli Mastopexy Indications&lt;/h3&gt;The Benelli mastopexy is used for women with mild to moderate breast ptosis.     It is effective as a stand alone procedure to firm the breast and eliminate sagging    resulting from age or childbirth related issues.  The procedure will  have moderate long term lifting results, although the effects of age and  lifestyle will continue to cause breast ptosis in the future.  This  mastopexy is a great addition to a periareolar breast augmentation    since it can utilize the same surgical incision    and really help to improve the aesthetics of postoperative augmented breasts.  This procedure works best when performed with a subpectoral  or submuscular      implant placement to avoid immediate gravitational stress  on the new incision. &lt;h3 style=&quot;color: #a64d79;&quot;&gt;Benelli Breast Lift Recommendation&lt;/h3&gt;The Benelli mastopexy is one of the best minimally invasive  breast lift    procedures and can achieve really fantastic results with only minor scarring.    An excellent surgeon can create a surgical wound which will heal so  nicely that the evidence of the procedure might be barely visible.  When  used in combination with an augmentation surgery, the Benelli lift is  one of the best methods of increasing breast size and firmness, with the  least risk for noticeable scarring.  Talk to a qualified cosmetic surgeon   to determine if the Benelli mastopexy might be an important component of your self improvement plan.&amp;nbsp;&lt;/div&gt;&lt;div id=&quot;body&quot;&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSr4TG5QpaFJY-S-h7vY3HkcxDfQ-OT_jVRuBXuM1UWYhu5ff1M&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSr4TG5QpaFJY-S-h7vY3HkcxDfQ-OT_jVRuBXuM1UWYhu5ff1M&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQvxUSH8eWUBBp-H6Csm9QI_9HXHsReDma5esupZ0bHC2fC7y3NKWCE4mk-&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQvxUSH8eWUBBp-H6Csm9QI_9HXHsReDma5esupZ0bHC2fC7y3NKWCE4mk-&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT-7kikgiAVPBXH0J42gi4CB59vjEnhc-oaQOIK69LhL8wSlkdCTcHvfqMY&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT-7kikgiAVPBXH0J42gi4CB59vjEnhc-oaQOIK69LhL8wSlkdCTcHvfqMY&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt; &lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;overflow: hidden;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h1 class=&quot;art_title&quot; style=&quot;margin: 15px 0px 0px;&quot;&gt;&amp;nbsp;&lt;/h1&gt;&lt;div style=&quot;overflow: hidden;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/764585904832778358/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/benelli-lift-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/764585904832778358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/764585904832778358'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/benelli-lift-surgery.html' title='Benelli Lift Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-7753528692419134771</id><published>2011-03-25T15:05:00.000-07:00</published><updated>2011-03-25T15:05:30.245-07:00</updated><title type='text'>Nipple Reconstruction Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h1 style=&quot;color: #a64d79;&quot;&gt;Nipple Areola Reconstruction&lt;/h1&gt;&lt;div class=&quot;style1&quot;&gt; Creating the nipple areola is the final component to  making your breast reconstruction complete. There have been numerous  approaches to nipple reconstruction over the last 30 years, and with  several options available, surgeons can utilize whichever method is most  suitable for their patients. There is no one absolute best method of  nipple reconstruction for all patients. Some patients are comfortable  without having a nipple, and do not wish to have further surgery. Others  choose the non-surgical option of tattooing without reconstruction.  This allows color pigmentation to simulate the nipple areola without the  contour of an actual nipple. Still, the reconstruction of the nipple  areola helps to put the finishing touches on the new breast after a long  journey in reconstruction. &lt;/div&gt;&lt;div class=&quot;style1&quot;&gt; After optimal symmetry between the  breasts has been achieved, the nipple areola reconstruction can be done.  There are a number of factors that help determine which method of  nipple reconstruction is right for you. These include the quality of  tissue on the reconstructed breast, and whether you are having nipple  reconstruction with or without a surrounding graft. Even more important,  is your surgeon’s preference.&lt;/div&gt;&lt;div class=&quot;style1&quot;&gt;Historically, one technique included  sharing a piece of the nipple from the opposite breast. This surgery is  not used today, because it transfers breast tissue to the  reconstruction that could potentially form a new cancer. Another method  used in the past involved taking a full thickness skin graft from the  labia to create a dark colored areola. This outdated technique leaves a  scar in an undesirable location. Also, these grafts may be hair bearing,  and areolar pigment is easier achieved with medical tattooing.&lt;/div&gt;&lt;div class=&quot;style1&quot;&gt; In modern approaches to nipple  reconstruction, the nipple mound is created from skin taken as a local  flap on the reconstructed breast. Various local flaps have been  described, including the Skate flap, the C-V flap and the Star flap.  Regardless of which approach your surgeon chooses, the outcome will be a  nipple mound. The areola can then be either tattooed, or it can be  reconstructed with a skin graft taken from elsewhere on the body. Common  donor sites for the graft include the abdominal scar from a flap  reconstruction, the inner thigh, or the buttock crease. &lt;/div&gt;&lt;div class=&quot;style1&quot;&gt; All nipple reconstructions lose some projection over  time as part of the normal wound healing process. The risk of wound  complications in nipple reconstruction is very low in patients with no  history of prior radiation, but common in the radiated breast. In the  case of failed nipple reconstruction, it may be necessary to revise the  reconstruction with another local skin flap. Sometimes, the use of  dermis or fat grafts, and fillers such as Radiesse, may be necessary to  improve nipple projection. AlloDerm® has also been utilized by some surgeons at the time of nipple reconstruction to maximize projection and correct flattening. &lt;/div&gt;&lt;div class=&quot;style1&quot;&gt; Nipple reconstruction is done as an  outpatient, ambulatory procedure. The rate of recovery depends on what  other revisions are done simultaneously, and where the donor site for  the areola graft is located. Once you have healed, you will have the  tattooing done in your surgeon&#39;s office. Refer to the Nipple Areola Tattoo section for details on this procedure. Also you may refer to the Post-Operative Nipple Reconstruction section to learn about care after nipple surgery.&lt;/div&gt;&lt;h3&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Procedure&lt;/span&gt;&lt;/h3&gt;The history of nipple reconstruction parallels that of breast  reconstruction with autologous tissue, from the development of the  latissimus dorsi flap by Tanzini in 1906 to modern transverse rectus abdominus myocutaneous (TRAM) and microvascular-free TRAM breast reconstruction.&lt;br /&gt;
&lt;br /&gt;
Historically,  nipple-areola complex reconstruction has been considered a secondary  procedure to the more important breast mound reconstruction. To optimize  positioning of the nipple, surgeons generally recommend waiting until  complete settling of the reconstructed breast before performing nipple  reconstruction. However, when nipple reconstruction is delayed for  months to years, final reconstruction is often never completed, as  patients often opt to minimize their exposure to further surgical  procedures. Most recently, some have advocated immediate nipple  reconstruction in free TRAM flap reconstructions to minimize operative  procedures and to achieve earlier completion of the breast  reconstruction.&lt;sup&gt;&lt;a href=&quot;&quot;&gt;5&lt;/a&gt; &lt;/sup&gt;&lt;br /&gt;
Nipple  reconstruction techniques have evolved significantly over the years.  From simple tattooing to the more technologically advanced, although  rarely available, tissue engineering,&lt;sup&gt;&lt;a href=&quot;&quot;&gt;6&lt;/a&gt; &lt;/sup&gt;today&#39;s techniques are able to provide long-lasting, satisfactory reconstruction with minimal morbidity.&lt;br /&gt;
&lt;h2&gt;Indications&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Nipple-areola reconstruction represents the completion of the breast  restorative process and has significant psychological implications for  women who undergo mastectomy. Nipple size, position, projection, and  color are determining factors in the aesthetic symmetry of the  reconstruction, qualifying an otherwise nondescript flesh mound as the  new breast. Complete nipple-areola reconstruction with tattoo can  visually draw attention away from the scars on the reconstructed breast  mound. In addition, autologous flap breast reconstruction following  skin-sparing mastectomy can usually be designed so that the entire flap  skin paddle, along with the scar, is tattooed as an areola.&lt;/span&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;The  benefit of nipple-areola reconstruction is supported by the findings of a  retrospective psychological survey comparing the level of satisfaction  of women who underwent breast reconstruction with or without  nipple-areola reconstruction; a highly significant correlation was seen  between level of satisfaction and presence of the nipple-areola complex.  Artists and anatomists consider the nipple-areola complex an essential  and defining component of the breast aesthetic unit, and the physical  characteristics of the nipple gain importance as the breast mound  decreases in size. Reconstruction of position, size, shape, and color of  the native nipple-areola complex currently are attainable goals;  functional restoration of erectile ability and erogenous sensation are  goals for future reconstructive surgeons.&lt;/span&gt;&lt;/span&gt; &lt;/h2&gt;&lt;h2&gt;Relevant Anatomy&lt;/h2&gt;Nipple-areola anatomy is remarkably variable  in dimension, texture, and color across ethnic groups and among  individuals. Moreover, an appreciable difference often exists in the two  nipple-areola complexes in the same patient. The presence of an  elevated structure in the center of a pigmented area on the breast mound  usually represents a nipple, yet wide variability exists as to what  constitutes the normal dimensions of the complex. In general, an  aesthetically balanced B-C cup breast has an areola diameter of 4.2-5  cm, with the nipple diameter and projection or height equal to one third  to one fourth of the areola diameter.&lt;br /&gt;
The central position of the  nipple cylinder in the areola also has significant variability, ranging  from one fourth to one half of the radius off-center.&lt;br /&gt;
Nipple  projection results from the primary location of the mammary ducts in the  central portion of the nipple complex. This arrangement produces a  semi-rigid structure with a significantly more fibrotic element than the  soft and pliable surrounding areola. The contractile properties of the  areola also contribute to the gradual change in nipple projection  obtained with direct or neural stimuli.&lt;br /&gt;
Most methods of nipple  reconstruction can be used whether the breast has been reconstructed  with a flap or alloplastic materials. Flaps generally provide more  mobile tissue and make it easier to achieve nipple bulk and projection.  Previous scars from the mastectomy or previous biopsies need to be  accounted for in terms of flap design so as not to compromise blood  supply to the reconstructed nipple.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRxH8Eg1gCdPkfntaDMX9gvyH58evMzp4fI3GmoSsEqoE8R-ECMB0yx8zyc&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRxH8Eg1gCdPkfntaDMX9gvyH58evMzp4fI3GmoSsEqoE8R-ECMB0yx8zyc&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSlEnRNIGwRcj47u-qyYjcJC6Y2PHSsCO15EVHUYNuXQjwu-ImNnA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSlEnRNIGwRcj47u-qyYjcJC6Y2PHSsCO15EVHUYNuXQjwu-ImNnA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRJCwjUjBvmDPHuzlbr1Lx6wGEzR9xg-eu17yMtNwRB-EQCSN_qKg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRJCwjUjBvmDPHuzlbr1Lx6wGEzR9xg-eu17yMtNwRB-EQCSN_qKg&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSv1MBWCyu-IFG7r9Nx3KlpCLexIPdwYQmWRhvGorwTyl7YAbnd&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSv1MBWCyu-IFG7r9Nx3KlpCLexIPdwYQmWRhvGorwTyl7YAbnd&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR0FRAxzP5_BKVqghY2YtnwTHgan3DzsP999jI5cgQDK8J2oyEUMA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR0FRAxzP5_BKVqghY2YtnwTHgan3DzsP999jI5cgQDK8J2oyEUMA&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTQQyn65XjsQWDjpCcEQhRydUL0A_JXBkvd870yGbNlBLbhaVQjZQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTQQyn65XjsQWDjpCcEQhRydUL0A_JXBkvd870yGbNlBLbhaVQjZQ&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSbJOSn1lpdGo8bEHmTUAxj_Yi5NorXY_tdudqAIMzYSUyfw2spqw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSbJOSn1lpdGo8bEHmTUAxj_Yi5NorXY_tdudqAIMzYSUyfw2spqw&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;style1&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h1 style=&quot;color: #a64d79;&quot;&gt;&amp;nbsp;&lt;/h1&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/7753528692419134771/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/nipple-reconstruction-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/7753528692419134771'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/7753528692419134771'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/nipple-reconstruction-surgery.html' title='Nipple Reconstruction Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-2131911252437295531</id><published>2011-03-25T14:12:00.000-07:00</published><updated>2011-03-25T14:12:29.044-07:00</updated><title type='text'>Breast Reconstruction Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Breast reconstruction&lt;/b&gt; is the rebuilding of a breast, usually in women. It involves using autologous tissue or prosthetic material to construct a natural-looking breast. Often this includes the reformation of a natural-looking areola and nipple. This procedure involves the use of implants or relocated flaps of the patient&#39;s own tissue.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Techniques&quot;&gt;Techniques&lt;/span&gt;&lt;/h2&gt;There are many methods for breast reconstruction. The two most common are:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;b&gt;Tissue Expander - Breast implants&lt;/b&gt; This is the most common technique used in worldwide. The surgeon inserts a tissue expander,  a temporary silastic implant, beneath a pocket under the pectoralis  major muscle of the chest wall. The pectoral muscles may be released  along its inferior edge to allow a larger, more supple pocket for the  expander at the expense of thinner lower pole soft tissue coverage. The  use of acellular human or animal dermal grafts have been described as an  onlay patch to increase coverage of the implant when the pectoral  muscle is released, which purports to improve both functional and  aesthtic outcomes of implant-expander breast reconstruction.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-2&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Breast_reconstruction#cite_note-2&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-3&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt; &lt;ul&gt;&lt;li&gt;In a process that can take weeks or months, saline solution is percutaneously injected to progressively expand the overlaying tissue.  Once the expander has reached an acceptable size, it may be removed and  replaced with a more permanent implant. Reconstruction of the areola  and nipple are usually performed in a separate operation after the skin  has stretched to its final size.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Flap reconstruction&lt;/b&gt; The second most common procedure uses tissue from other parts of the patient&#39;s body, such as the back, buttocks, thigh or abdomen.  This procedure may be performed by leaving the donor tissue connected  to the original site to retain its blood supply (the vessels are  tunnelled beneath the skin surface to the new site) or it may be cut off  and new blood supply may be connected. &lt;ul&gt;&lt;li&gt;&lt;b&gt;The latissimus dorsi muscle flap&lt;/b&gt;  is the donor tissue available on the back. It is a large flat muscle  which can be employed without significant loss of function. It can be  moved into the breast defect while still attached to its blood supply  under the arm pit (axilla). A latissimus flap is usually used to recruit  soft-tissue coverage over an underlying implant. Enough volume can be  recruited occasionally to reconstruct small breasts without an implant.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Abdominal flaps&lt;/b&gt; The abdominal flap for breast reconstruction is the TRAM flap  or its technically distinct variants of microvascular &quot;perforator  flaps&quot; like the DIEP/SIEP flaps. Both use the abdominal tissue between  the umbilicus and the pubis. The DIEP flap  and free-TRAM flap require advanced microsurgical technique and are  less common as a result. Both can provide enough tissue to reconstruct  large breasts. The contour of the lower abdomen is reliably improved by  these procedures which remove the same tissue as an abdominoplasty  (tummy tuck.) TRAM flap procedures may weaken the abdominal wall and  torso strength, but are tolerated well in most patients. To prevent  muscle weakness and incisional hernias, the portion of abdominal wall  exposed by reflection of the rectus abdominis  muscle may be strengthened by a piece of surgical mesh placed over the  defect and sutured in place. Perforator techniques such as the DIEP  (deep inferior epigastric perforator) flap and SIEA (superficial  inferior epigastric artery) flap require precise dissection of small  perforating vessels through the rectus muscle, and purport the advantage  of less weakening of the abdominal wall, though rectus abdominus muscle  function may still be compromised. Other total autologous tissue breast  reconstruction donor sites include the buttocks (superior or inferior  gluteal artery perforator flaps (SGAP or IGAP)). The purpose of  perforator flaps (DIEP, SIEA, SGAP, IGAP) is to provide sufficient skin  and fat for an aesthetic reconstruction while minimizing morbidity from  harvesting the underlying muscles.&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;table class=&quot;wikitable&quot; style=&quot;width: 100%;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;th colspan=&quot;3&quot;&gt;The TRAM Flap Procedure&lt;/th&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td style=&quot;text-align: center; width: 33%;&quot;&gt; &lt;div class=&quot;floatnone&quot;&gt;&lt;img alt=&quot;MentorTRAM1.gif&quot; height=&quot;200&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/7/79/MentorTRAM1.gif&quot; width=&quot;149&quot; /&gt;&lt;/div&gt;&lt;/td&gt; &lt;td style=&quot;text-align: center; width: 33%;&quot;&gt; &lt;div class=&quot;floatnone&quot;&gt;&lt;img alt=&quot;MentorTRAM2.gif&quot; height=&quot;200&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/d/d6/MentorTRAM2.gif&quot; width=&quot;148&quot; /&gt;&lt;/div&gt;&lt;/td&gt; &lt;td style=&quot;text-align: center; width: 33%;&quot;&gt; &lt;div class=&quot;floatnone&quot;&gt;&lt;img alt=&quot;MentorTRAM3.gif&quot; height=&quot;200&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/2/22/MentorTRAM3.gif&quot; width=&quot;152&quot; /&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;Identification of the target and donor sites&lt;/td&gt; &lt;td&gt;Raising the flap and transposing it to the target site&lt;/td&gt; &lt;td&gt;The result of the reconstruction&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;h2&gt;&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Other_considerations&quot;&gt;Other considerations&lt;/span&gt;&lt;/h2&gt;Nipple reconstruction is usually delayed until after the breast mound  reconstruction is completed so that the positioning can be planned  precisely. There are several methods of reconstructing the  nipple-areolar complex, including:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;i&gt;Nipple-Areolar Composite Graft (Sharing)&lt;/i&gt; - if the  contralateral breast has not been reconstructed and the nipple and  areolar are sufficiently large, tissue may be harvested and used to  recreate the nipple-areolar complex on the reconstructed side.&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Local Tissue Flaps&lt;/i&gt; - a nipple may be created by raising a  small flap in the target area and producing a raised mound of skin. To  create an areola, a circular incision may be made around the new nipple  and sutured back again. The nipple and areolar region may then be  tattooed to produce a realistic colour match with the contralateral  breast.&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Local Tissue Flaps With Use of AlloDerm&lt;/i&gt; - as above, a nipple  may be created by raising a small flap in the target area and producing a  raised mound of skin. AlloDerm (cadaveric dermis) can then be inserted  into the core of the new nipple acting like a &quot;strut&quot; which may help  maintain the projection of the nipple for a longer period of time. The  nipple and areolar region may then be tattooed later&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-4&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/li&gt;
&lt;/ul&gt;One of the challenges in breast reconstruction is to match the  reconstructed breast to the mature breast on the other side (often  fairly &#39;ptotic&#39; - droopy.) This often requires a lift (mastopexy), reduction, or augmentation of the other breast.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Follow-up_and_Recovery&quot;&gt;Recovery&lt;/span&gt;&lt;/h2&gt;Recovery from implant-based reconstruction is generally faster than  with flap-based reconstructions, but both take at least three to six  weeks of recovery and both require follow-up surgeries in order to  construct a new areola and nipple. All recipients of these operations  should refrain from strenuous sports, overhead lifting, and sexual activity  during the recovery period. TRAM flap patients can show  abdominal-muscle weakness on EMG studies, but clinically most patients  who have undergone unilateral breast reconstruction (reconstruction of  one breast only) return to normal activities after recovery.&lt;br /&gt;
Patients who have undergone bilateral breast reconstruction with TRAM  flaps (i.e. reconstruction of both breasts) require sacrifice of both  rectus muscles and tend to have permanent abdominal strength loss. For  this reason, many plastic surgeons now frown upon bilateral breast  reconstruction with TRAM flaps. This also explains the significant  patient interest in perforator flap techniques such as the DIEP flap  which preserves abdominal muscle function long-term. These patients tend  to return to full activity after several weeks without permanent  limitations.&lt;br /&gt;
There is little information about upper body exercise  post-mastectomy. Issues such as simple mastectomy, mastectomy with  reconstruction, and mastectomy with lymph node excision and  reconstruction all factor into limitations to amount and extent of upper  body exercise. Generally, cardiac exercise (treadmill, walking, etc.)  are approved for rehabilitation post-surgery and for weight control.&lt;br /&gt;
Women who have undergone breast reconstruction must still be followed  for local or regional recurrence of their cancer with manual exams of  the breast/chest wall and axilla.&lt;br /&gt;
The most effective relief from breast reconstruction is hilotherapy, a therapy that provides relief from hematoma, pain, and swelling post-surgery without the dangers of frostbite and skin necrosis.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Overview&quot;&gt;Overview&lt;/span&gt;&lt;/h2&gt;The primary part of the procedure can often be carried out  immediately following the mastectomy. As with many other surgeries,  patients with significant medical comorbidities (high blood pressure, obesity, diabetes) and smokers  are higher-risk candidates. Surgeons may choose to perform delayed  reconstruction to decrease this risk. Patients expected to receive  external beam radiation as part of their adjuvant treatment are also  commonly considered for delayed autologous reconstruction due to  significantly higher complication rates with tissue expander-implant  techniques in those patients.&lt;br /&gt;
Breast reconstruction is a large undertaking that usually takes  multiple operations. Sometimes these follow-up surgeries are spread out  over weeks or months. If an implant is used, the individual runs the  same risks and complications as those who use them for breast augmentation but has higher rates of capsular contracture (tightening or hardening of the scar tissue around the implant) and revisional surgeries.&lt;br /&gt;
Outcomes based research on quality of life improvements and psychosocial benefits associated with breast reconstruction&amp;nbsp;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Breast_reconstruction#cite_note-0&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt; served as the stimulus in the United States for the 1998 Women&#39;s Health and Cancer Rights Act,  which mandated health care payer coverage for breast and nipple  reconstruction, contralateral procedures to achieve symmetry, and  treatment for the sequelae of mastectomy. This was followed in 2001 by  additional legislation imposing penalties on noncompliant insurers.  Similar provisions for coverage exist in most countries worldwide  through national health care programs.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACDAMYDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAMEBQYHAgEI/8QATBAAAQMCAgQHCgoIBQUAAAAAAQACAwQRBSEGEjFBEzJRYXGxsgciQnJzgYORk9EUFRYlNlOUocHSIyQzNDVjdKJDUlRVkmKE4fDx/8QAGQEAAgMBAAAAAAAAAAAAAAAAAgMAAQQF/8QAJREAAgICAQQCAwEBAAAAAAAAAAECEQMxEwQSIVFBUhQiMoFC/9oADAMBAAIRAxEAPwDIU/wG4xqi8qPxTBPsC/jNH5UfijlpjVs0ouAZe5HnScbrnjH1lNHTcK7g28qexQarAuQ5Ozpx0JyeM71lcAOvmSee6VlBaLgryB7XZHaqth0jwMcRx3DzlcOa7c53rKetju0lciO6t2RNDVjXja53rKULXW2n1pfUAKDYqWyOhuwlrrku9ZS77BhtfZypCcEZhcRThwLHcYI4vyLlplG0QNtIqIncXdhy1KmGsxpO8LLNERfSGiHKXD+xy0zCnFzO+27E7qv6Qnpv5ZIhmSTlanrQ2wSUrL7Fm8mpNDK3IbWS8cV477c80jKwtzCcUriY3C+QVojEuDb0rjUsQl3cy9DLhV5L8CLm53SEzMk+LQE3qCAworYLoiap5FLVt22hfl0tKygcVvQOpakXcJDiJPgwOA9RWWt4regdS2dNpmHqNo9QhC1GcE+wPPGKQfzB1FMU9wT+L0flR1FVLTLjsulIwtq5dY3scuTPNTMVy2yh6U3rZmk7x1KYpzmAb2XOULOjdA+MnI3TKVhidrDK6mZ2xiK7HkW2g71GzE1ErYm+EbX5FUoUXGQ+izhHQuTkLpzwQZGGg31RZNJT3pGzpQMKxB0us+wSjG5Zop2NdflSjo3N2iwVxg2Rsb1DgGWyJ5VEwzOlqnAD9mDrKTmbe6jYCIqqVhGb23vzj/6iUaYtlU0Rv8o6E/8AU7sOWlYaRq+c9azXRH6Q0XjO7DloWGzBr5Iic2uITuoX7IT0/wDLJ5kkZs0vF06jja7IXPKq7FI/hNQseXa20HJWSmmY1m+9kpRse3Qzq2BoICTpm5PPILrurlFydy6oWB0L3uuC7ZzIWqCizlrLuCXMVmjcmXCmKQxvBBB9afQSRSj9JbmuooltiMzQ2PWOzlUZPIJAdVSVc0OheyM2vsChnFwkklkbqXGTQjcQLtEcTwcde3/NA8/2ke5ZiOK3oHUtJnl13VOrs4CS/wDxWbDijoHUtPT6Zl6jaPUIQtBnBPcE/i9H5UdRTJPcE/i9J5T8Cqlplx2i01cpp66N7TxhYgKRp8Q1gLu96h6996yHnNgnnBl8Yu1vnC590dDZImsMmQJcdwG1PKCEseZJR324X2JjRxOa0BthfbYKUgjLW8/QqbCSoeh9xmmlZCXMLoznyFKd+N6O+PJ0obCojYZjG/kIOaemqa6PP1pnXRlxJLbOGxw/FRj55Y8i2/OjjKgJRHtXOACepRdMTNiBdfJjM+nckqqolsbNAHObpXCW2Zcm5cASitNlFc0S+kFH0u7DlY6islp9I2wsu9ksOs4DcQdv3qt6Km2O0h53dgqVdWNGmVO12bXQlnrJP4JuVXL/AAz4XUP9LfTVoc0apBIOeexPfhzR4Si5aZrm3bYE796WoqBgILyfWs/cae2x/G91WbDJh3qXjIY0ANNgLZpCjiawc6d6oshbsJUhlXxcO3W1SCNhUa2pdA8Nmy5DuKnHWF//AG6j6xkUws5qiZHTEHVbXbSorEKpjGEl4ASdTA6OS0cjmtOVrprPTta0ueNY8rsyj7hdUxDD5PhFHWTWIvHIGg8gBVAHFb0DqV5weQuwie+0Nlaf7lRhxR0BacHyZ8/weoQhaDOCd4S9seJ0z5HNa1r7lzjYDI700XrGlzgAQNpuTyC/4KmrRE68lkraiF9TTPjngc1soLjwrchY86lo8QodUA1lMPTN96opMG+qhP8Az/Kguh/1UPqf+VI4Isb+RKzR6fFcNjteupvat96fR45hNs8RpfahZTrQ/wCph9T/AMqk6DA63EWtdScFI11yCXlt/WAqeKEV5YUc834SNG+PMJ/3Gl9qF58eYSBliNLfyrVS26D467MQwe3CWj7nukcguynpyP6lqHsxfYPky/Us8uNYW8H5wpr+Ub71GyYjh7if1ymz38K33qLd3OtJGi5poB/3LV4zufaRyGzaenv/AFLVfHj+xXJl+otV1NI5rtSqp3dErfevMJrIIqaIT1EDHhoBBmb71yO5vpMTb4LTfamIk7m+k0cbnvpafVYC4kVTNwVqGP2VyZPqQWj00cGLU0s0jWRt1rvcbAd6RtStQNfSSKqbNDwLdU64lbYWHSmNBSTV9XHS0uqZZcmhzrDZfb5lN/IzG7/soPbhMlFN22JUnVUWaLGKEWBrqa1vrW+9PYccwoDPEaQemaqZ8isbP+FAfThejQnHPqYPbhK4Yex35E/Rf4tIMGAGtitIPTBOG6R4E0ZYvR3P84LNJdEMYhvwkdO30w9ySboxibjZggPpv/Crixr/AKLWab0jTpNJMEcCBi1J7UJjNjmFHi4pSH0oVF+R2MkXMcHtx7kM0MxmTixQH04U48f2L5cn1LRUYrhzzliFN08K33pGqxSgkisK2mJt9a33qCboJjztkFP9oauvkFpABnT0/wBpar48f2K5Mn1F6WqpoKeojNVCA4yWtI03vfnVQbsHQrFUaF43TxPkligDWNLnETtNgBf8FXhsTcUYpfq7FZJSb/ZUCEITRYLuLjHxH9hy4XcXGPiP7DlCmRW9CN69AulgElo/hb8VrmxWIiZ30jhuC2PAsLbBG0BgGQAsNg5FW9BcJbBh1OSBwlR+lfzA8UerNaTRU/ejmWDPPulXwdPpsajGxNtOGgZJ9StDYi7k29CcNp9YbM16YTGzNp5ElRNDkezsBZlnltTWBmqbhewyuDXxP8E5X5F3CQfOjopCjcjddVf7lP5J/ZKLXJC8qT+qTj+U/slRbRUtM+e9DfpHQeM7sOWsAAnzLJ9Dc9I6Dxj2HLV2lbsuzmwOhssOVc1EoiYXeETkAu9YNbckc6iKmV1TPqMvbekydIZFW6E5C+rlJN9Xbt2p1R0g1g4hOaOls0ZJzGzgjmMlnbtmuCpHL4gCNnKuKRuqSF3WOAlY9pFnXDuldRZZhWEh3EbhK2ySERS7cwhDRG4235rrPISdkrDRxW9A6lu2ND5qrP6eTslYSOK3oHUtvTaZi6raPUIQtRlBdRcY+I/sOXK7i4x8R/YcoyMil6F4vW5EJYs23RCItpIQ9vftjYD6hkr1SgBtzsVP0fmbLHAGixYw3I33N1cKdzS0C659WzrLwlRJQBptkU5ljBjtbJN6Yi45E8lI1MkaiLbdkHiUBYBMzwcndCaUcwcS24U1JqkEOsRvVcqozR1mqBZj82FA40NjIlw48oXk/wC5z3+qf2SkKd9wBe5S9RlSVIP1L+yUK2g5fyz580M+kmH+Mew5auDn+CyfQ36R0HjHsOWsNzbzrdl2cuI3xCXgqU5ZnIJHDoL987bvSeMvP6Fu65KeUBa1gB2kLNLyzVjXgk4GiwFk6ELX5FqRpwDZSMerqc4VdtjbITE6QMpzIy9mEOskYXXjBUxVMbJG6M7HCxVfo3kxhh2tyKFqgoskGG5yTuM3FymsAyyTluWSAaMscPzXWeQk7JWEjit6B1Lc8cPzZWeQf2SsMHFb0DqW7ptMw9VtHqEIWkygu4uMfEf2HLhdRcY+I/sOUIyL3oXh2r1LFmwaD1zajCKZ97PaNVx5xlmrvSzjwjtOaw3QnGnYdXimkBME5zH+V3Ktco61j2Ate0g7LrLKPbI6GKfdEtkczQBZ1ks2p5XZBV+OqaG8b1riXEhHZozJ5FT8DErZNzVLSQAdpTLG3CSkEg2xEG/MmlK58ruEkvbc0FPXxmaB0era7bWCW3Y3toSpH3aDcWOYTud/6rPy8E7slRWHPPBhrsiy7SOhPpnXppvJP6igW0HLzEwrQz6R0HjHsOWqgnVcd6yrQ020joPGd2CtUvkt2XZyokfjIN4yBcBd0UobYnYusTj4SDWsTq7VEQVbY36jjkDYFIex+N/BbY5m+CRZOWVHe2uq7HVgNFnLo4g2+o0kuPIpoaieM937QehQ9ONWok5Nc9ZXtPI8m5tt3JOAjhZM79+etLk7GRVEpE46ottKckuyOyyaQO3bbpyXWaloY2R2OOHxdVZ2vBJ2SsRHFb0DqWz427Woaq/1L+yVjA4regdS3dNpmHqdo9QhC0mYF1EQ19331bEG23MEfiuUKMjE/glP9ZP7Nv5kfBKf6yf2bfzJRCGgaO6FtNSVcU5Mz+DdfVLGi/8AcrTBpbSxNs2hnB5WzNH3WVTU1geEiuYxxGRc8ve4XEcbACSG+Ecz6hyoXjjJ2xkJSj4RNs05ibk+iqXenaPwS8Wn9JEbjCZSeecXP3KNrNHmVNdG6EMpKZ0bXWALnFuWsbctzq2O11wLZBIV2jz3vaY3UlOwuMcbQ5xdI/WcGt5zltyFi07xecERnLkXyWaLuoU7NmDyfaB+VOB3WYWgD4lk+0j8qzWspZKScxSuY5wFzqOuB50gh4IeiufJ8s0Qd0qATyyNwmW0hvq8OMvuSr+6hEYpGfFEnfNLb/CBlceKs2Qpww9E58lVY8wWubhuJU9Y5hkbCT3oNibgjb51bfl7D/t0vtR7lRkJjinsUmXk6ewkWOHS25OFHuUc3SmkDHMNDKQ4k8duX3KroQvHFhKclotLdKKMC3wCYjyoSkWl1JEe9w6Qelb7lVYoZZriGJ77bdVpNvcrThmj9O6lgE+qXStEskridVre+1Wgjl1XOcc7NYbZmynBF/Aay5PY8Zp5Azi4bL7Ye5cM04ha5x+L5cyT+1G/zKJr8AIMlQainpYBqkcI1zbawuwb++c3vrXyz2KAIsSMjzhVwQ9EebJ7L4zugwMI+bpTb+cPclHd0aEi3xZL7dvuWfoVcEPROfJ7LrW6cxVNPLH8XyNL2FoPCg7RbkVJGQA5AvUI4QUdASm5bBCEIwQQhChAQhChAXbZpWMAZK9oBuLOIsbIQoQselDjSwyR054NktS4va3IHV1SBzC5vYZXsdwVb4WR0jdaR5Ote+sb3yz6UIRSCkcklxLnElx2knahCEIIIQhQgIQhQgIQhQg/wHPGKNhzY+ZjXtOxwLhcEbwnWMyPhNHTRPc2FrNcNB8JxIJv0ABCFcdFr+SI4R742673OyFgTsyXKEKigQhChAQhChAQhChD/9k=&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR41dSNpTA367xxjFw7QkScCLovHzEUqOK-L5QVBd6Zf28eI90Xf5PFjR8&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR41dSNpTA367xxjFw7QkScCLovHzEUqOK-L5QVBd6Zf28eI90Xf5PFjR8&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTdgUQ_qKcoArC33_208MCtxLyITuXIv-UGCqM71tY4R_ypT007e0ZyUrpWbg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTdgUQ_qKcoArC33_208MCtxLyITuXIv-UGCqM71tY4R_ypT007e0ZyUrpWbg&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQadwcEkINpKV3OTYTMEnl8bAfvDRFNXRSkSy019f2ab4XtbLTu&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQadwcEkINpKV3OTYTMEnl8bAfvDRFNXRSkSy019f2ab4XtbLTu&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSR8kDiL6KvgWtpwooCjbwiV6RjKn5Q1VB8AuDu26FsEsfF5EUr&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSR8kDiL6KvgWtpwooCjbwiV6RjKn5Q1VB8AuDu26FsEsfF5EUr&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTBHwO4IS--aJWOBPlel4VFrjKQ1w0lEBmtKfPzKok8uOPj6nSwqsUqEwLe&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTBHwO4IS--aJWOBPlel4VFrjKQ1w0lEBmtKfPzKok8uOPj6nSwqsUqEwLe&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcREGaGfLgfhLBt1aDbQaDUFoM2_RKk5AAj3dohEx12tJJgpqI2KUBfYvTM&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcREGaGfLgfhLBt1aDbQaDUFoM2_RKk5AAj3dohEx12tJJgpqI2KUBfYvTM&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSGtmlgc9C11YoWdP59qFXOI94RomBUynjzVIe6caohX6dYnIkl1cbUkEl8&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSGtmlgc9C11YoWdP59qFXOI94RomBUynjzVIe6caohX6dYnIkl1cbUkEl8&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTT9ZWx124gEpfvGVV-huSAtVUJCQev_SEtUUiiYZ5mPiNbpwhM4kYh4oD6&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTT9ZWx124gEpfvGVV-huSAtVUJCQev_SEtUUiiYZ5mPiNbpwhM4kYh4oD6&quot; /&gt; &lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Overview&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Follow-up_and_Recovery&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;editsection&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Follow-up_and_Recovery&quot;&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Techniques&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/2131911252437295531/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-reconstruction-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/2131911252437295531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/2131911252437295531'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-reconstruction-surgery.html' title='Breast Reconstruction Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-3552458437819776402</id><published>2011-03-25T13:39:00.000-07:00</published><updated>2011-03-25T13:39:15.210-07:00</updated><title type='text'>Breast Implant Revision Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h1&gt;Breast implant revision&lt;/h1&gt;Breast implant revision is a type of plastic surgery  , during which earlier inserted implants can be replaced with new ones  or removed completely. Earlier only silicone implants were used.  Nowadays, saline-filled breast implants   are considered to be safer ones, since they are filled with salt  water, that can be absorbed by the organism in case of leakage. Many  women have breast implant revision in order to have their old silicone  implants replaced with saline-filled implants or with newer silicone  implants. Life of older silicone implants is about ten years. Therefore,  such implants should be removed and replaced with new ones.&lt;br /&gt;
&lt;br /&gt;
Another reason why women decide to have breast implant revision   surgery is because for some reason they want to have natural breasts  or smaller breast implants. In such case, breast implants are either  removed completely or replaced with smaller breast implants. &lt;br /&gt;
In  addition, some of the breast implants become deformed or shifted, and  breasts will look asymmetrical. In such case the breast implant revision  procedure is needed to restore normal symmetrical appearance of the  breasts. A woman can either choose to have the same size of the breast  implant or different size of implant placed.&lt;br /&gt;
&lt;h2&gt;Breast implant revision&lt;/h2&gt;After your initial consultation, during which you and your doctor will discuss problems related to your older breast implants  , reasons why you think you need breast implant revision procedure, and  your desired appearance after surgery, you will have time for the  procedure set. Breast implant revision procedure should take from two to  three hours depending on the technique used, problems related to former  breast augmentation procedure, asymmetry of the breasts and other.&lt;br /&gt;
An  incision is made in order to remove older implants and insert new ones  if desired by the patient. The place of incision is below the breast, in  the underarm, around the areola or through the belly-button. Most  frequently the surgeon takes the existing breast implants through the  same incision areas as they were placed before. This way no additional  scars are made.&lt;br /&gt;
Breasts implants are inserted either under the chest muscle or above it. It depends upon the former breast augmentation   procedure, patient’s anatomy of the breasts, contractures and other.  You should discuss different possibilities, their advantages and  disadvantages with your doctor before this plastic surgery procedure.&lt;br /&gt;
Since this is a short plastic procedure  , it is usually performed in an out-patient department or private  doctor&#39;s office and the patient usually can go back home within a few  hours after breast implant revision. Sometimes this period before  returning home may be longer due to some complications, such as  infection, or large capsular contractures. In that case, the patient may  have to stay in the hospital overnight.&lt;br /&gt;
&lt;h2&gt;Recovery after breast implant revision&lt;/h2&gt;&lt;img align=&quot;left&quot; alt=&quot;breast implant revision&quot; border=&quot;0&quot; height=&quot;166&quot; hspace=&quot;6&quot; src=&quot;http://www.cosmeticmiracles.com/images/stories/Breast_augmentation/revision.gif&quot; title=&quot;breast implant revision&quot; width=&quot;322&quot; /&gt;After  surgery, you may feel tired, stiff and swollen. These symptoms should  subside soon. The doctor will place a gauze bandage on your breasts in  order to provide more support to them. Drainage tubes will be placed in  the incision area in order to let the excess fluid outside of the body.&lt;br /&gt;
Healing  is a gradual process and it takes different time for each individual to  recover. It is important for the patient to follow doctor’s  instructions carefully. You should try to get as much rest as possible  during the recovery period. The doctor should remove the dressing within  a few days after surgery. The patient should avoid strenuous exercise  and harder physical exertion for at least two weeks. Stitches will be  taken out within seven to ten days after surgery.&lt;br /&gt;
The patient  should be aware that scars will remain pink for two to three weeks. This  should change within several months. Your breast will be swollen for  some time. Therefore, you should be very patient and aware that final  results will be visible only within 3-4 months. Patients usually return  to their daily routine within a month, but this is precisely determined  by the managing physician.&lt;br /&gt;
&lt;h2&gt;Breast implant revision side effects&lt;/h2&gt;As with all surgery, breast implant revision   carries some uncertainty and risk. Complications are not frequent but  they still can occur. The most possible complications are infection or  hematoma after surgery. Implant rupture or leakage from the implant is  also possible. Other complications may include change in sensation of  the nipple and breast, capsular contracture, shifting of the breast  implant. &lt;br /&gt;
&lt;br /&gt;
Breast revision procedure is very beneficial for  women, who want to change the appearance of their breasts or to keep  their breast larger and symmetrical. Those who had older silicone  implants, are very happy to have them replaced with modern saline-filled  ones. These implants have a longer life and, therefore, women do not  need additional breast implant revision procedure.&lt;br /&gt;
Many  patients are very concerned about how long their new placed breast  implants will last. This is a hard question and no guarantee can be  given. It is very individual but modern breast implants can last decades  without changing, and the breasts will still look good. Finally, the  cost of such procedure is &lt;strong&gt;$3000-$3500&lt;/strong&gt;.&lt;br /&gt;
&lt;h2&gt;Breast Augmentation Revision Cost and Financing&lt;/h2&gt;Candidates for breast augmentation revision are often concerned about  the cost of undergoing a secondary breast surgery. Although breast  implant manufacturers guarantee their products for life, the companies  do not cover the cost of breast implant revision surgery. Since receiving breast implants  is usually an elective cosmetic procedure, insurance plans often do not  provide any financial assistance with the cost of correcting  complications. However, patients should speak with their insurance  provider as many plans offer coverage under certain circumstances. There  are also a number of excellent financing options available to manage the medical fees should insurance be inapplicable.&lt;br /&gt;
&lt;h2&gt;Breast Implant Removal Surgery&lt;/h2&gt;Women choose to enhance their breasts for a variety of personal  reasons; likewise, there are some who decide to remove their breast  implants due to personal and/or medical concerns. If you wish to have  your implants removed rather than undergo breast implant revision, learn  about breast implant removal surgery.&lt;br /&gt;
&lt;h2&gt;Breast Implant Replacement Surgery&lt;/h2&gt;Whether silicone or saline, breast implants are not built to last a  lifetime and eventually need to be replaced. Also, it is not uncommon  for women who have had implants for several years to want adjustments  made. Breast implant replacement surgery allows surgeons to ensure that a patient’s breasts remain healthy and properly contoured.&lt;br /&gt;
&lt;h2&gt;Recovery after Breast Augmentation Revision&lt;/h2&gt;Although the breast skin and tissue are already accustomed to the  presence of implants, recovering from breast augmentation revision is  very similar to the recovery experienced after the initial implant  surgery. Symptoms such as swelling, soreness, and stiffness are to be  expected for the first week or two. Following your surgeon’s post-op  instructions and wearing the appropriate compression garments are two  keys for maximizing health and minimizing side effects during recovery after breast implant revision.&lt;br /&gt;
&lt;h2&gt;Breast Augmentation Revision Results and Benefits&lt;/h2&gt;The ultimate goal of breast implant revision is to give the patient  the balanced, natural-looking bust she desired from the initial surgery.  The results of breast augmentation revision vary depending upon the individual, but the majority of patients find that the benefits of breast implant revision make the procedure worthwhile.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSyCXlEqNhBESGC_d0GeaVb-JYfrTE6W2HGyum5pc8-8dinHSMy&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSyCXlEqNhBESGC_d0GeaVb-JYfrTE6W2HGyum5pc8-8dinHSMy&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQc-3dhZuCKmhtNmTlGRZW2Vpk0rMiiXB3SaJNRDzCvPUtP1A5BjBU_wl36LQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQc-3dhZuCKmhtNmTlGRZW2Vpk0rMiiXB3SaJNRDzCvPUtP1A5BjBU_wl36LQ&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERUUEhQUFBQVGBQVGBUXFxcVHBYXFxUXFBQUFRUXHCYeFxojGRQUHy8gJCcpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGA8PFCkcFxwpKSkpLCk1LikpKSkpKSw1KSkpLCw1KSwpLCkpLCksKSk2KSksKSkpKSktKSwsNSk1MP/AABEIAJsA0AMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgcBAP/EADwQAAEDAgMFBQYFAwMFAAAAAAEAAgMEEQUhMRJBUWHwcYGRwdEGEyKSoeEVMlKx8RRCkyMksjNDcnOC/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDBAAFBv/EACwRAAICAQMCAwcFAAAAAAAAAAABAhEDBBIhMUEFE2EUFVFSU5HhInGBofD/2gAMAwEAAhEDEQA/AK3Osb+qsbWW5qEjddEK4rxj6BjNlZnkbW070Qx98+7z080nieRz1RtLPxNtDb6arjg3ZtovTFz4d3epMkuNc+sl6G5nicuVhmP3QACupyRy61QktJyTcZ9m/O2nJQEWZyHrZdYRBLRZqMeG3KeviHC4yPLkoe5O63BHcK0LhhgIORVMmHNGttE9bHYdqXYkLIpk2hUwW04rTySeSzkLdVo6mNNI6JfC7Ls9FaRlmgIpLBEMqMkg59LGgpmo57ri2qGkjubrhgJ0Sh/To/ZUWxZprBQvMOqk2NHmMKP9OSjYtFbIUdFHy/lewU53hGCBK2cDiEfVDVVFdMxHuX0jbiwS2MZuSO59FWWWzsOxFPOfQ8FUBbTwXIYoMW8qbG2Uy7VfNsfr9iEQFseW458MvBEtcd3DMqmFnHXoIgR69iASQJuLH793BS4Ly3XmpA8P4ulZx6Wn65jx3d4XxYpNarNjLihYGUEJbiDL6c01IQVTGimIJ4BnvWqnhWY2rG62LorqjBHgUSRfwh3OsU0lp+vJCOpwN1tULKFDZtOKIjfzQbmWurIgiCwqymI7qDG35K+1xbrmEDjx1P19la2nUmj0+yujZuPYg2E+ihVwby889VOMKeylsDKgxUPOSKe3dmqpT19EthRk3vz8/wBlT7zMdWUZJVBjteGSogMtcbmxzV0Y3b8reigweHkpty6+qILC4nZ8/NWhpuOFvqq4tB225jLgrgO/+UobJeXkpNZw7e1fFp7/AKdWRMTOKULZ4GlWOGyFc2NeSpQWDOag6huXHzRrkNUaLkwGdqmWK6D7ntWFqm3K6Dbr6qjYvQBngvfd9UtmaBqm0wSmsfmhYwA8LyNmeWYUXG5V8bbZ8bZeioLZexoy670Qxu/cqhHlly323oljErGRFgRMbFFsWqIjiSthssa1euCnExfOalYEyp4VDwFeVVJklGOexuJuVASZ2GS92rZcFXJxWpIk2NYXC3d+2qm0+iAjmyRcDrm6Vo6xjALdnVkTG3cq4I8kXHH9+3kpsckxuXhzv2ImJq8ZETpqOWvaiGR5W7eilAz1gyQ1YckaG5dZpfWBKBAMkyEqanLkq6ue10lxLErNdnY2+6eMbGcqDppAc10LavquLxe0zHZXzK67JMAL7gE84uPURSUuh5UP5pBXzC+euXmmFXVeCQYjU5/T7JIq2UrgJY30RlO3o7+SGpG3HW9MIYrG4VCTLWMuPJXth7yvo29eaIjjSs4iyPJFsaotb/CtZqlCfBqqkNle45d6FmSsZFL5FTLJZVzSWzQc1SgOjLTMtl9VU9GRxg3vpx7PJL674c+uS1R5ISJ7Nm3THC2deapZBeBF4MLj91z6Coc08emWXW5MIo8xZU0zM0eyPl2KLH3HsUXBW+7VkbMuKk4IUCwZ7EvrY00kKAq9ErGiZTE4tVzvE2vkkc0n4Wmy6ZiI1WBrzaV/atWFk8ou/pGtGneu11EtxnlZcRqp7LrFdWAD912dN0Lh7lGIVlr5pPPUbRHaPRVTVG27krsLptqZvAZnySxjRdyNPSQ2ACYQNUIYevNXlts7b0jJF0TeuSvay+WfWihHyRTW27UoxBjFaG2Ug1fO0QOsqlcLIGd6Ne3JL6hiVjxFlTKktbV2Tiqas1irb3TwGbo8pp+vJU440WBCGZNlcdcbL6onJC0JcmeT4H+FNuyx4K2hh2JLDQ5oPCKwAJ1C0E3SsCY4pBojmpfTvyRbKgKbOQYB3KEjkHPirW780N+MNJ80o9MvNW0ucwEF7QCW7wDoT4IWolXr5xclCzSrqOsUYidVznGqm0ruty6Bij8lyvG57yvO65t3ZLThjbJ5XSBaqp2iukYjXF1mtzJyt1uXLbro+GtIu92pHgFfNFcEcErbDYoRG235iRmfRNPZ2IXc477Dw/lJJZrp3gDsrc1ma4NMmauBiJEdj4/wh6V6O4KQGfMZc/VExRqDNUVGEDrI7CiW5K/chn1TA8Rk/GQXAcQNSlYxVIEuqExlel1UUo6YrqysvjEtlpaw5LHYy+8gHeVTGuTpOkL4ZFIyKhq8c1a0ZQ/D6n6J/R4hZYyKYtcndJWZLpKwRfJroK/mq6zErfClENYg6qqJJI67FHaVTG7ava3qL6i3cs/JjRYQHaHrNT/E/eO+G4HZbwuu2FlJfE1FFWXurZZ0no5Nlt1Gprsku0nJguP1tmEg7j47lzCteS7MrVY7iG1cDMLHSOuStuCNGTNI8C6N71c5C35OSOfsdp+5J0uaeYDPqOazd7FHYfVbD+R/hQrgtJnRKOe9k3hNwslh9eOKc0uJW3qDVBXI6YVN9a1upASmpxNoaTfikM2Il2p3pGVhGzXfjLfFeuqQTceKxrqq2u7wRtBiPxWvfyQZRw+A/dJdB1D1E1d0LUVI4paJgGISLGVB2pHHd6J5jdfYHNZSomc7JuQ4q+OIJyJ7OS8a9WDgVTLHwV0SPKiK6rp6kg2K+E5GRUJGgoitDinrVOSS+izpmc3dccvRWMxYDfbtRoFtDkwXRERA5pGMYHFQkxk7ktBtmhmxCwzKXTVBfrk3hvPogINt5vYntTWCgdv+nqkdIpGLYnxJnw2AWSW8xGDcFhZ22cRwJWnA+DNqFTIhb1rlggtvto5uwuHuWE5r17crjUZ+oVbSrmuUTQMcOxG41TmGr5rGzHYO03Q6jhzR9JiSDjYE6H9dXG1u9KJcZLNRcZX+6udLtIN9IXKaiXU+Ar8d94Rsgju9dU3wyRxNylFNRhu4JhHVWFhkhJLsN5jHBqkDVVtt6Xz4hYapPU15ebDT90qgTcidZUe8dy6zUTDZqnTRcVKqdZqc6gXtUXNsmLoxvFuuar90D9siipHbRXJHdUOism8mHA6OLe0A/UKg4ZJezdl98gBe/YmUkLtYsIKokhJ3J1UYTLG/Yliex+XwuFjnpYc1N2Hlhs9rmngRbeRoeYI7kboCjYpgwQu3+SaUns+1qMgiR0MRUpTZaONFUFGAr3MyVwjUXhRsskKKyNYjHKTZdtcV0OWJZzHqHaaVpwzpmbPC0YwLXsfkshZaVpIWvLzRhx8WGNcrw9AtkVrZFCi9jKkpnTODGDacd37k8AiX+w1UDdoj7DJ9kX7CO/3D/wD1H/mxbnbHELdp9PGcdzPF1uvyYsmyKVGEi9lawaiP/J9kVH7O1Q/tj/yfZPqnEntlDB7tzTdzrF12RjV7srXuLAbzfgVD8Zc1jJZGsET7ZAkvYHDaYXbnbrgaX3q3suP1Mq8S1HoKPwCp3Nj/AMn2Vcns/V7mx/5B6J4MVka1j5GsDJLAAOJcwuaXMDtxvobaE71Q32mvBDJsDbkdG1zL/lDi3adffZr2n/6CHsmL1D7y1Pp/v5ED/ZGrdqI+z3n2VzfYSsb8T4wBxLiB4lq6z7JUbXbUhsSDsjlkCT25hA1FZI6mnqzUuY+J04EHwe7b7t7mtgkjIu9z7Nub7V3jZtkFGeDGnVM34M+oyQ3tpX6fk55H7Mzjcz5/sl2OYVLEzae0bOlwbgHdfgumY3TNinc0ZDIgcAReyzftW7/Zy9g/5BNLR41ByV9DNDxPP5qxzS60/uI4nZKw07Tq0E8dD4hL6J5TOIZrxnwfVLkr/pG7rjvKnSMDJGPuRsua74SA4WIPw3GuSKDVVJqlsakx0cWpxt/C4ktDf+m1oJu5201m0fd5uByNiQTa6qqMZidt/Bfb29q7G3NxJs/FqPiew3HBJNypabqnmyJ+TEZ43VxyyB0TdlobbQN/uJAsDnYENvyQTMt6gxQl0SN7nY6W1UgjbUtVUxuqvCRjg8zUoxGLIp1LoUortCngJPoc8r4tmQjmtGGJNjo/1AnoW+TtI81L9TKXRKIuigFEBTsahx7G1AE5BNtphA5naabeAK22yuZBquMzv1v+d3qtmLU+XHbR5mq0DzT3qVG6jwsh7nCST43bTgREQdwbcx7WzbK114zBwNlpc90bPyxnZsLCzbkDacADYAnxWDdO/wDW/wCd3qrIpXfrf87vVU9sXymf3XP6i+xuGYRbZBe9zWfkadn4ctkEkNu6wOVye9QbgEYt+fJsTdR/2iwg6an3bL/+I0WYhe79T/md6ogvP6nfM71SvWx+UZeFT+p/RvqHEXsjlibI+ISi3vWAOdGf1sBIF7XHLI7rJ5A/DYGscyNskkYGy4sLpC4f3ve4ZvJudo53JXIhI79Tvmd6qxkrr/md8x9VOWqg3e01YtFmxx2rIq/b8m3xCsdNI6R2rjpwGgHgk+Pn/QeN5sAOJuPRKmX4u+Z3qoSt43PaSf3XT1ycXFRJ4/CZLIpyyXTvof/Z&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQJOTuNKGDc9Q9B828h2ev5GWDz3Fop1fDgwwFOIk5khbbQVvWs&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQJOTuNKGDc9Q9B828h2ev5GWDz3Fop1fDgwwFOIk5khbbQVvWs&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSi6seWOHH45t8EzoXVbVLLC3Bw9UeCJL8GsKumI3MKni7sd7jh&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSi6seWOHH45t8EzoXVbVLLC3Bw9UeCJL8GsKumI3MKni7sd7jh&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcREclAI9mL4lVs9e08UMSYBuuhvbwPKNXsBzfBTHmrfszrd0xnsuA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcREclAI9mL4lVs9e08UMSYBuuhvbwPKNXsBzfBTHmrfszrd0xnsuA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQY4ExIl1-1U3KiK5zG4dFT2FIhjdeEmFWdWQSKA767iW85VbLrH0fGZO4&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQY4ExIl1-1U3KiK5zG4dFT2FIhjdeEmFWdWQSKA767iW85VbLrH0fGZO4&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTdnog_N_OIAUtITDWmj_3dYO62qtPK6voa5VSZqCzU-Vq4FAl00aCKEqRG&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTdnog_N_OIAUtITDWmj_3dYO62qtPK6voa5VSZqCzU-Vq4FAl00aCKEqRG&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQZYLUeWzmDFmUORMiQjG-D10DpCXIhAPXrdxVG4aW94_sRcJQ0PA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQZYLUeWzmDFmUORMiQjG-D10DpCXIhAPXrdxVG4aW94_sRcJQ0PA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS105eX7be_6iln-FCk7Br4D_-vXcp8khFuT4Be6u3A4KUiReHyq25MolKQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS105eX7be_6iln-FCk7Br4D_-vXcp8khFuT4Be6u3A4KUiReHyq25MolKQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTBzvVP0Blq5fYXEsg79Lp90OAQczJcc9-afbvCCdrSG4DCZWpd&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTBzvVP0Blq5fYXEsg79Lp90OAQczJcc9-afbvCCdrSG4DCZWpd&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQkfOl4X1GXtE2jFRHXS_x-r1v0BxtF3mmNxU9UzwY-CnVBsRQ29A&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQkfOl4X1GXtE2jFRHXS_x-r1v0BxtF3mmNxU9UzwY-CnVBsRQ29A&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcST1ruBI04MqGKRuSI3RTSoQuvx5sAVoxTBa7IrSRc2rp5yaMAoUjs8Yjw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcST1ruBI04MqGKRuSI3RTSoQuvx5sAVoxTBa7IrSRc2rp5yaMAoUjs8Yjw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTwPdODjQqCE7RIZU7Zg3oWH6V9CF0CkPIsDAw8Ovy6FttlvA3P&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTwPdODjQqCE7RIZU7Zg3oWH6V9CF0CkPIsDAw8Ovy6FttlvA3P&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRc4wtm0idZekfxTVPgSyjDLVj9zn_zWlP3Ph3iS9xRYfnhIXWepg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRc4wtm0idZekfxTVPgSyjDLVj9zn_zWlP3Ph3iS9xRYfnhIXWepg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRmx96AZq5P1R0lTheItyPX1r3mKMrWHBo5gIjKbtTokg36MJOzR8Tkimsvbw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRmx96AZq5P1R0lTheItyPX1r3mKMrWHBo5gIjKbtTokg36MJOzR8Tkimsvbw&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTj60yK1iIfXq9eVH7uO_x2RAzQaorHcI81LKHtW_ODScT45dC1FQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTj60yK1iIfXq9eVH7uO_x2RAzQaorHcI81LKHtW_ODScT45dC1FQ&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;&amp;nbsp;&lt;/h1&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/3552458437819776402/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-implant-revision-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/3552458437819776402'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/3552458437819776402'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-implant-revision-surgery.html' title='Breast Implant Revision Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-8344085769434125491</id><published>2011-03-24T14:17:00.000-07:00</published><updated>2011-03-24T14:17:20.290-07:00</updated><title type='text'>Correction Of Inverted Nipples Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;An &lt;b&gt;inverted nipple&lt;/b&gt; (occasionally &lt;b&gt;invaginated nipple&lt;/b&gt;) is a nipple that, instead of pointing outward, is retracted into the breast.  In some cases, the nipple will be temporarily protruded if stimulated,  but in others, the inversion remains regardless of stimulus. Women and  men can have inverted nipples. &lt;br /&gt;
Most people who have inverted nipples are happy to hear about  surgical corrections and how simple they can be. Inverted nipple repair  is performed on nipples that have been inverted since birth or have  become inverted due to breast feeding or other trauma.  Recurrence of  nipple inversion after surgical repair elsewhere is also a reason that  nipple repair may be performed.&lt;br /&gt;
&lt;table cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;            &lt;td align=&quot;center&quot; width=&quot;50%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;150&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig1.jpg&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Nipple inversion patient before surgery&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;50%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;150&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig2.jpg&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Nipple inversion patient before surgery&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;           &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;both in the  surgery and the after-care (using the Stevens Stent for traction to  ensure the nipple retains eversion), repairs the nipple, retains nipple  projection, leaves minimal scarring, and gives a natural appearance.&lt;br /&gt;
&lt;table cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;            &lt;td align=&quot;center&quot; width=&quot;50%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;150&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig3.jpg&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;em&gt;1 year after surgery&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;50%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;150&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig4.jpg&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;em&gt;1 year after surgery&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;           &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;h3&gt;Surgical Correction of Inverted Nipples&lt;/h3&gt;Correction for inverted nipples can be done on an  out-patient basis. A patient can opt for local anesthesia, intravenous  sedation and local anesthesia, or general anesthesia.&lt;br /&gt;
The surgery consists of a small incision at the base of the  nipple while the nipple is in a protected projected state. Then a gentle  spreading of the fibers is performed within the nipple (these fibers  are what pulls the nipple inward). Special care is taken: the spreading  happens parallel to the milk ducts in order to preserve them.&lt;br /&gt;
&lt;table cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;            &lt;td align=&quot;center&quot; width=&quot;33%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;98&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig5.jpg&quot; width=&quot;130&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Nipple base approached via an inferior &lt;br /&gt;
periareolar incision&lt;br /&gt;
&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;33%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;98&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig6.jpg&quot; width=&quot;130&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Blunt dissection using a vertical spreading technique parallel &lt;br /&gt;
to the ducts&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;33%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;98&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig7.jpg&quot; width=&quot;130&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Ductal structures are easily visualized &lt;br /&gt;
and preserved&lt;br /&gt;
&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;           &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;Once the fibers are spread and the nipple is free and in an  outward, normal position, special sutures (stitches) are placed inside  the nipple. If you think of a clock, the sutures go from the 12:00  position to the 6:00 position. Another set of sutures go from the 3:00  position to the 9:00 position. A third suture goes around the base of  the nipple. This adds stability and strength to the base of the nipple  and helps retain its outward projection. All sutures are dissolving so  you won&#39;t be required to come into the office to have any stitches  removed.&lt;br /&gt;
&lt;table cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;            &lt;td align=&quot;center&quot; width=&quot;33%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;98&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig8.jpg&quot; width=&quot;130&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Two internal 4-0 chromic sutures placed from the twelve to six o&#39;clock and the three to nine o&#39;clock positions&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;33%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;98&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig9.jpg&quot; width=&quot;130&quot; /&gt;&lt;br /&gt;
&lt;em&gt;An external 4-0 chromic purse string suture run at the junction of the nipple areola border&lt;br /&gt;
&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;33%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;98&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig10.jpg&quot; width=&quot;130&quot; /&gt;&lt;br /&gt;
&lt;em&gt;An external 4-0 chromic purse string suture run at the junction of the nipple areola border&lt;br /&gt;
&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;           &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;h3&gt;The Stevens Stent&lt;/h3&gt;Finally a special stent called the Stevens Stent, is placed  over the nipple. This stent actually holds your nipple in place and  ensures that the nipple heals in an outward position, retaining the  integrity gained through the surgery. Not only does it help with the  nipples&#39; projection, it also protects the nipple in the healing stages.  This stent is left on for one to three days.&lt;br /&gt;
&lt;table cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;            &lt;td align=&quot;center&quot; width=&quot;50%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;150&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig11.jpg&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;em&gt;A 4-0 Nylon traction suture placed through the center of the nipple&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;            &lt;td align=&quot;center&quot; width=&quot;50%&quot;&gt;             &lt;div id=&quot;fig&quot;&gt;              &lt;img alt=&quot;&quot; height=&quot;150&quot; src=&quot;http://www.nipplerepair.com/images/inverted-fig12.jpg&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;
&lt;em&gt;Stents consisting of a medicine cup and gauze padding&lt;/em&gt;             &lt;/div&gt;&lt;/td&gt;           &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;The sutures dissolve within 10 to 14 days and the initial  incision will not be noticeable. To date, none of the nipples corrected  have reverted.&lt;br /&gt;
Read more about inverted nipples including the various types and why they occur.&lt;br /&gt;
Ready to seek help for your nipples right now?  Just go Inside Online and &lt;a href=&quot;&quot;&gt; request an appointment&lt;/a&gt; with Dr. Stevens or Dr. Stoker.  You may be able to &lt;a href=&quot;&quot;&gt; save up to $150&lt;/a&gt; on your consultation.&lt;br /&gt;
&lt;strong class=&quot;style2&quot;&gt;What’s Going On To Cause Inverted Nipples.&lt;/strong&gt;  When your nipple stays in a flat, or even a fully depressed or inverted  position you’re typically dealing with a family heredity issue where  perhaps your mother or father’s ancestors shared the same breast  condition. Alternatively, a small abnormality unique to you occurs…  where either scar tissue associated with your milk glands, or bound-up  and constricted tissue matter encircling the base of your nipple or  areola occurs. Result? An inverted nipple condition occurs. Your nipple  is effectively ‘locked down’ into a position, held in place by a matrix  of abnormal tissue, even scar tissues in some cases.&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;Methods of Inverted Nipple Correction&lt;/h3&gt;There are numerous choices when it comes to choosing a method of nipple  protraction.  Discuss which modality is best for your needs with your  doctor, as circumstance and physical criteria will influence this  decision.Cosmetic nipple surgery    can permanently draw out inverted nipples.  This operation can cause side effects and complications    which might affect nipple function.&lt;br /&gt;
Nipple Piercing can be used to retain nipples    which can be manually protracted.  Nipple rings can cause scar tissue build up and possibly interfere with future breastfeeding    ability, although this is rare.  The most common complication of nipple piercing is the possibility for infection.&lt;br /&gt;
Nipple stretching, such as the &lt;b&gt;Hoffman Technique&lt;/b&gt;,  may help coax out inverted nipples.  These programs may help  cosmetically, but also might interfere with the ability to successfully  breastfeed.&lt;br /&gt;
Nipple Clamps can temporarily protract nipples which can be manually drawn out to begin with.&lt;br /&gt;
Nipple pumps and syringes can temporarily protract flat or inverted nipples.&lt;br /&gt;
Nipple shields do not protract inverted nipples, but can make breastfeeding easier.&lt;br /&gt;
&lt;h3&gt;Inverted Nipple Correction Risks&lt;/h3&gt;Some methods of drawing out an inverted nipple can influence nipple  function and sensation.  Any surgical procedure (including piercing) can  damage sensitive tissue, reduce sensitivity,    prevent nipple arousal and hinder breastfeeding ability.  This is also  true for some non-surgical techniques, such as manual stretching and  overuse of pumps or syringes.  Infection  is possible from any method which pierces the skin and can result in  serious health concerns.  Consult with your doctor before choosing any  method of correcting an inverted nipple.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Pregnancy_and_breastfeeding&quot;&gt;Pregnancy and breastfeeding&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;W&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;omen with inverted nipples may find that their nipples protract (come  out) temporarily or permanently during pregnancy, or as a result of breastfeeding&lt;span style=&quot;font-weight: normal;&quot;&gt;.  Most women with inverted nipples who give birth are able to breastfeed  without complication, but inexperienced mothers may experience higher  than average pain and soreness when initially attempting to nurse. When a  mother uses proper breastfeeding technique, the infant latches onto the  &lt;/span&gt;areola&lt;span style=&quot;font-weight: normal;&quot;&gt;, not the nipple, so women with inverted nipples are actually able to breastfeed without issue. An &lt;/span&gt;infant&lt;span style=&quot;font-weight: normal;&quot;&gt; that latches on well may be able to slush out an inverted nipple. The use of a &lt;/span&gt;breast pump&lt;span style=&quot;font-weight: normal;&quot;&gt;  or other suction device immediately before a feeding may help to draw  out inverted nipples. A hospital grade electric pump may be used for  this purpose. Some women also find that using a &lt;/span&gt;nipple shield  can help facilitate breastfeeding. Frequent stimulation such as sexual  intercourse and foreplay (such as nipple sucking) also helps the nipple  protract.&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Pregnancy_and_breastfeeding&quot;&gt; &lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;strong&gt; &lt;span class=&quot;style2&quot;&gt;Inverted Nipple Correction Via Breast Pump&lt;/span&gt;.&lt;/strong&gt;  &lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;Breast pumps do more than stimulate lactation and deliver mother’s milk  to your baby. That same suctioning power of the breast pump can be  applied during non-feeding times, or for women not pregnant, in an  action designed to firmly distend your nipple and help you break-up the  offending interior adhesions.&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Typical Minimum Cost of Inverted Nipple &lt;/span&gt;(based on national averages):&lt;/strong&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           $1,000.00&lt;/span&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;Typical Maximum Cost of Inverted Nipple (based on national averages):&lt;/strong&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           $4,000.00                           &lt;/span&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;N&lt;/strong&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;ational Average Cost of Inverted Nipple:&lt;/strong&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           $2,500.00                           &lt;/span&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;Time Required for Inverted Nipple:&lt;/strong&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           The time required to perform the surgery varies, but 1-2 hours is typical.                           &lt;/span&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;Is Inverted Nipple an InPatient or OutPatient Procedure?&lt;/strong&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           In most cases, inverted nipple correction  surgery is performed on an outpatient basis, but in certain instances,  the patient may be asked to stay overnight.                           &lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;What are the Side Effects of Inverted Nipple?&lt;/strong&gt;&lt;/span&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           Patients may exprience pain, swelling and  sensitivity in their nipple area for a up to two weeks following  surgery.                           &lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;How Long do Inverted Nipple results last?&lt;/strong&gt;&lt;/span&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           Results from this surgery are permanent.&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;What is the recovery time for Inverted Nipple?&lt;/strong&gt;&lt;/span&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;                           Recovery time varies based on the particulars  of the patient. Typically patients can move around immediately following  surgery but they should be driven home and will typically be encouraged  to stay in bed for 2 days after the surgery. Work can usually be  resumed a week after the treatment.                           &lt;/span&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;What types of anesthesia is &lt;span style=&quot;font-size: large;&quot;&gt;necessary for Inverted Nipple?&lt;/span&gt;&lt;/strong&gt;&lt;br style=&quot;font-weight: normal;&quot; /&gt;                           Local anesthesia is usually employed but in certain cases general anesthesia may be required.&amp;nbsp;&lt;/span&gt;                           &lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhMSEBUUEhMWFBUWFRUUGBgXFhQVGxUVFBQVFxYUFRUXGyYeGBkjGRUUHy8iIycpLTgsFR4xNTA2NSYrLCkBCQoKDgwOGg8PGCogHBwsNSkpKSkpKSkpKSk0NTUpLikpLCksLCksKSksLywpKSkpLCkpKSwpKSkpLCksLCksKf/AABEIAGAAgAMBIgACEQEDEQH/xAAbAAADAAMBAQAAAAAAAAAAAAADBAUAAgYBB//EAEYQAAECAwQECQgIBAcBAAAAAAECAwAEEQUSITFBUWHRBhYiVHGBk6GxExQVQlORwdIyNVJidJKy8CMlM3NDY2SiwuHxB//EABkBAQADAQEAAAAAAAAAAAAAAAIAAQMEBf/EACcRAAIBAwMEAQUBAAAAAAAAAAABAgMREgQhURQxQfBhEyMyQnEi/9oADAMBAAIRAxEAPwBLg1YcuuTYUphpSi2CSUJJJxxJ0xS4vSvN2ezTuhbg05Sz2DqZB8Y3Tay/sp798cMpO5zQo1KrePgNxelebM9mndGcXpXmzPZp3Quu1nAKkIHv3wNNsunJKPcd8Vk+TXoa/rHOL0rzdns07o94uyvN2ezTuhZFpu6ke474J6VVpuD374mT5J0Ff1hOLsrzdns07ozi7K82Z7NO6BenE7OoGPRbdck9xiZPknQ1/WE4vSvN2ezTujOLsrzdns07oGbZP2e7/uPU20NOHUYmTJ0Nf1hOLsrzZns07o84uyvNmezTugjVopVkRGzjy/VKOsK8QYrJk6Gv6wPF2V5sz2ad0ZxdlebM9mndGq554ZtpI+6onuIrGibc1tq6se7OLyfJXRV/WF4uyvN2ezTuhS17Blky7ygw0CGnCCEJBBCCQQdBijKWu0s0vU6cO4xrbyCJZ4ggp8i7lnW4dNcoim7hlpasFlLsJcHPq5n+yPjC78wlA1q1CN7FVSy2zlSXr+qJNlS+KitQoCRtqIkluzu0ErZf0aQwpZqoDoJyhxEo4cro6Izz5KfopJ2nARp5y4v1qD7oPjB3PUyS8h02WT9JcGRZbY29MLtyq/vHqMOsyTmhJ68IlmU6kfLPRKJ0ARnm6dUMt2a4cyB3wcWL9oqPdEwkB14ImrlEwByTTri0LMQNFekmDy8knQB7hCUPkzep4RzBsxSskk9Xxg7VnOp9amz6X/kdcJYRqqRBhYmTryZzHnhTgtNNoxG8RveQvMA+Pvi45Y4MSJ3g8tPKbx2boDhwaQr+GTJyXu40DidSsx0KjV4tmVmC2T/RcBScxyDp1Q2yqoKVZ5EHCJAky2mdFajyCiNnIMVEOqf2nYbsb6rb/D/BUOcCeDtQqYVmpIDYNKVTmvEEA6BsrCli/Vbf4ffD3AAOG/mUIyxFCV5poffG0Xuzz9P+Mt/I+LIQSSEihJOvpI2Vh5izUjIRoHwkdBp3wVqcxjNy3OnceZkxqg6ZUao3lzUQylMaIDYqqXgK24eWMITfMRkQotMeNChj1xYjRtzGCWPITBg3AGFQ4kQwsHcjVSYMsxNmp0A0gSZa3BzckhTiKpFSSK0BpySdY1RzNuWalsToTWgZczNTUoKj1Y0pHUSivKLSdCe+uYB0YUjjrdQUKnkCt0MugVJOBTezOZxz2RF2Km/8y3BWJ9Vt/h98Xf8A50gJZdUvkgrFCcBgkDxiJYif5W2f9Pvi/wAHGnESSa1SqpUkACqgVG7hQ51rDXdnPp1e6+RC0X7q1C9WhIrtqYyWmdNe+GOFNjKA8pTFfKViDdWc6GmIjmrPYcUsAnDo/dIDXc7k7bH0iyF1QDFMRHs5y6kDZDomoS7GL7h3FRLnH6Qd+bFI5+bm7yqDKDJiSDl6seJdoYXvUTAnXDBGkXZZeINTgDh0w+h2OblZyH0zu2HFmbRVdcwjlbStIJXd0xWcncIgzFhF54GtN0Rq7FHYu8GrQFFckq6KaTjSp1eESeHLdFzRHrSxP+wj4R0VnWeGglAavpVW+onRliDopEDhyv8ArgCgTKLA2i6vwhtWRjVtjfkjWKf5U3+HPgYuWG+Vstgq5XkwUnO6RgD0iOcscH0Y3Tm/wMG4FzFEqBrULqMcgRiOgmJF7swoO6f9Po7ssl5soJxoOkajHHOMltwoWLqhltGQIjopSbobwOYGOsQa05hK2lVCCaZqNB7+nbClG50wlvYhszlIIqfijL2A0QeVjQVAVW4SK0z2xrKcHUAVVeqF1FcwE4U2g4++Bix3SJjaFvG6KjTWmiBzbaJfC55VVK3SVDDOtQKGOkdmG2UkggaT7okIJfN9QN05DKqdZ2GEoEjLz4JkpNIdULzamkJ5VACVKOdVK0JGdAMcYvTVgJcRVkip1ioPxhV2RzKcFAYUwy0RqypQIcQs8pOIwCVHMmmg6OqFgi5SvugLnBZ5GKFA/dI8FYRqzZMwVKBRShpWueFcNkPyttrK6FVKHlJUNFM0ddK7Iref1FQa6/2YKgguTXcgyVkuqdUhVEgJqD9KprkafRPTFyXshpkVPKVjVRxUa6OjZEpL6GXTQLUsipUam8CajHKGnbVQU1UoD96oSSQZu/YLaU2hsFxbl1HJwKqAKTiKU16RHD27aqX0zKkVuiWcSCcK0SrGmgYwxw4mkraQlKrxv1NMdEQZdB83ma83c/SYEmGa+22yhweTWzmR/k08YlvNONklIcGu5gTsrQxS4LTrYkmAXEAhsVBWgEYnME1EVfSDXtW+0R80Zu6ZxwqundWNrCtcOti8FIUMLqklJAGWNKHph5pwLqK8nGtcO45+ETzaLXtW+0R80Z6Qa9q3+dG+LzfBfUPg6GUdQ2K3gManL95QjO8KErqltCiDheIoNuAxpErz1n2jfaI3xt6Ra9q32iPmiZvgi1D8owv3iEkKKR9ImtVak45CKotgJFAmoywESvSDXtW+0R80Z6Qa9q32iPmi/qSE9S3+pUFsp+yR1QjLTWfJVgSBUmgFaigy0wD0g17VvtEfNHvpBr2rfaI+aJ9SROpfAWYmSr1cRka0I6DAhMO1BvEEAjCmNaZjTlHnn7dR/Fbw++g/8v3WNVTzZ/xm+paNYP2scu+MnUnf8RrU/A6i11eTIWmqtBprhEgmN/SLftWvzo+aM8/bqD5ZvCvropjTRe0fGA5zf6heouSJ1BW6BdN1Ow0JOZg02xdlX/7Dn6DFDz9vD+M3+dHzbIVtmebMs8A42SWXML6DXkHLGHBt90SWobjhY//Z&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSCM_6lFNzjgknM0rpO8pypDqzWTma92g2ykrj2XuYeJoZySZLbT-6AkG8&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSCM_6lFNzjgknM0rpO8pypDqzWTma92g2ykrj2XuYeJoZySZLbT-6AkG8&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRKpd8Ee9EuwRdkm_R0zQdS-ty4ydvVGL3eXcIuTQ7chJSDsMpV&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRKpd8Ee9EuwRdkm_R0zQdS-ty4ydvVGL3eXcIuTQ7chJSDsMpV&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQu9n1Lflojwe22FozXISr1ZR7wTgMA0S2lXs86KlsktSks4m2YXlp62fE&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQu9n1Lflojwe22FozXISr1ZR7wTgMA0S2lXs86KlsktSks4m2YXlp62fE&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQWgAqSeAC1CqOp-Djdb72zu9mmEZQbEhidFUwx8lmhdk10JMOjlg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQWgAqSeAC1CqOp-Djdb72zu9mmEZQbEhidFUwx8lmhdk10JMOjlg&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQoLKW_61c-gICYk9lZm8NKT6m_ACWyIty55Q4321UcNfEdOKYH&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQoLKW_61c-gICYk9lZm8NKT6m_ACWyIty55Q4321UcNfEdOKYH&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSJ8268Aagq5e8zeKD5Joyh4riZKgZQUU1rhSxRjvQu80As5r83&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSJ8268Aagq5e8zeKD5Joyh4riZKgZQUU1rhSxRjvQu80As5r83&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRlNdvQKCwxYjoyKQpR2GqQXjJBUhNKtxyCETWATaxtIKCKsWiN&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRlNdvQKCwxYjoyKQpR2GqQXjJBUhNKtxyCETWATaxtIKCKsWiN&quot; /&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/8344085769434125491/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/correction-of-inverted-nipples-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8344085769434125491'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8344085769434125491'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/correction-of-inverted-nipples-surgery.html' title='Correction Of Inverted Nipples Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-666602721796842022</id><published>2011-03-24T10:46:00.000-07:00</published><updated>2011-03-24T10:46:57.750-07:00</updated><title type='text'>Breast Asymmetry Correction Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h2&gt;Breast asymmetry&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;B&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;reast asymmetry surgery information and procedures.                      Find a plastic surgeon in your area who specializes in breast                      asymmetry surgery.&lt;/span&gt; &lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Most people have slightly different-sized -- or asymmetrical -- breasts.  However, in some cases the difference in size is pronounced. In these  cases, correction is often desired. The best procedure will depend on  several factors, including how you want to balance the breasts. You may  want to augment (enlarge) the smaller breast to look like the larger  one, or reduce the size of the larger breast to match the smaller one.  Both breast augmentation and reduction are widely performed procedures.   If you&#39;re considering augmentation or reduction to correct breast  asymmetry, the following information will provide you with a good  introduction to the procedures involved. For even more information, you  may want to read through our breast augmentation and breast reduction procedure descriptions. For more detailed information about how these  procedures may help you, we recommend that you consult a plastic surgeon  who is board certified or has completed a residency program that  includes instruction in these procedures.&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;a href=&quot;&quot; name=&quot;1&quot;&gt;What are the most common benefits of this surgery?&lt;/a&gt;&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;Improved balance in size and shape                              &lt;/li&gt;
&lt;li&gt;Greater ease in finding clothing that fits evenly across the chest &lt;/li&gt;
&lt;li&gt;Improved sense of comfort, particularly in body-conscious clothing&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What will happen at the initial consultation?&lt;/span&gt; &lt;br /&gt;
During the initial consultation, you and your surgeon will discuss  the changes that you would like to make in your appearance. He/she will  explain the different options available to you, the procedure itself,  and its risks and limitations. He/she will also explain the kind of  anesthesia required, surgical facility, and costs.&lt;br /&gt;
Your surgeon will begin with a complete medical history. He/she may  also give you specific instructions preparing for surgery, including  guidelines for eating and drinking, smoking, and taking or avoiding  vitamins, supplements and medications.&lt;br /&gt;
Take this opportunity to ask all the questions you have about the  surgery. Ask for, and follow up on, patient references. Learning  everything you can about your options, risks and benefits is the key to  making an informed decision.  See Questions to ask your doctor below.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;How is asymmetry correction  performed?&lt;/span&gt; &lt;br /&gt;
Asymmetrical breasts can be made more                            even either by augmentation of the smaller bust, or                            by reduction of the larger one:                            &lt;br /&gt;
Augmentation:  In this procedure, the surgeon makes an incision either under the  armpit, in the crease under the breast, around the areola (the pigmented  tissue around the nipple), or through the navel. The surgeon then lifts  the breast tissue, creates a pocket in the chest area ? either above or  below the muscle, and then places the implant inside the pocket. Almost  all implants used today are filled with a saline solution. &lt;br /&gt;
Reduction:                              In this procedure, an anchor-shaped incision is made                              on the breast itself. The excess fat tissue removed                              in a liposuction-type procedure, and then the incision                              is closed, creating a contour closer in size and shape                              to the other one. If less tissue will be removed,                              a doughnut-shaped area of skin may be removed just                              around the nipple. An advantage to this procedure                              is that the incision and stitches may be less visible.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;How long does the surgery take?&lt;/span&gt; &lt;br /&gt;
The length of the plastic surgery procedure                            depends on the type of procedure you choose, your anatomy,                            the incision technique, and type of anesthesia.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Will I have to stay in the hospital?&lt;/span&gt; &lt;br /&gt;
Maybe. The location chosen for the surgery depends on the procedure  performed and the extent of the work being performed. Most breast  augmentation and reduction surgeries are performed in a surgical suite  as an outpatient procedure. In this case, you?ll be able to return home  within a few hours of the surgery. However, if large amounts of tissue  are removed during a reduction procedure, your doctor may want you to  stay overnight in the hospital where medical personnel can monitor your  initial recovery.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;How much pain is there?&lt;/span&gt; &lt;br /&gt;
&lt;i&gt;Augmentation:&lt;/i&gt;  Breast augmentation stretches the tissues, and  can be painful. This is especially true when the implants are placed  under the muscle, and in young women who have never had children. The  pain is greatest within the first 48 hours, but improves with each day  and is somewhat relieved by pain medications. In spite of the initial  discomfort, most women report that they are very satisfied with the  results of the surgery.&lt;br /&gt;
When you wake up you will feel tired, sore, and stiff. It is  important to take the medication prescribed to you by your doctor.  You?ll need someone to drive you home, and you may need assistance at  home over the next couple of days.&lt;br /&gt;
Your surgeon may prescribe an antibiotic and an anti-inflammatory  medication to be taken after the surgery. It is a good idea to have  these prescriptions filled beforehand.&lt;br /&gt;
&lt;i&gt;Reduction:&lt;/i&gt; Although the surgical incision                              for this surgery is quite large, it is placed in areas                              of the breast that are not very sensitive. Thus, the                              pain after surgery is usually easily managed with                              a pain reliever. Initially, there is discomfort in                              walking, getting out of bed, and any activity that                              causes the chest to move. You may continue be sore                              for the first few days after surgery.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;What can I expect after surgery?&lt;/span&gt; &lt;br /&gt;
Your breasts will be wrapped with gauze bandage, plus a tighter  bandage for protection and support. You also may have small drainage  tubes coming out of the incisions, to help drain some of the excess  fluid.&lt;br /&gt;
It is important to take the medication prescribed to you by your  doctor. Someone will need to drive you home, and you may need assistance  at home over the next couple of days.&lt;br /&gt;
If your skin is very dry following surgery, you can                              apply a moisturizer, but be sure to keep the suture                              (stitches) area dry.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;What is the recovery period like?&lt;/span&gt; &lt;br /&gt;
You will receive instructions about changing the                              gauze and keeping the incisions clean, positions for                              sleep and rest, raising your arms, breathing exercises                              and massage.&lt;br /&gt;
Whether you choose augmentation or reduction, you should: &lt;ul&gt;&lt;li&gt;Expect to feel tired and tender for the first 24 to 48 hours. Your breasts will be bruised and sore?be prepared to take it easy. &lt;/li&gt;
&lt;li&gt;Drink plenty of fluids and be sure to follow your medication schedule. &lt;/li&gt;
&lt;li&gt;Allow enough time for recovery. If your job is not too  physically demanding, you?ll probably be able to go back to work in a  week or so. If your work requires physical energy and stamina, you?ll  need to allow more time for your recovery. &lt;/li&gt;
&lt;li&gt;Avoid vigorous or strenuous exercise for six weeks. &lt;/li&gt;
&lt;li&gt;Know what to expect. Your stitches will be removed in a week to  10 days. The incision scars will be firm and pink for at least six  weeks, and then will begin to fade. Your breasts will remain swollen for  three to four weeks following surgery. They will be tender to touch and  movement. &lt;/li&gt;
&lt;li&gt;Avoid lifting and pushing for two weeks--no heavy lifting or pushing for four weeks. &lt;/li&gt;
&lt;li&gt;Allow about two months for complete recovery. &lt;/li&gt;
&lt;/ul&gt;Discomfort following surgery (which lessens and disappears over time) is expected; however, be sure to tell your doctor if:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;There is an increase in pain, swelling, redness, drainage or bleeding in the surgical area; &lt;/li&gt;
&lt;li&gt;You develop headache, muscle aches, dizziness or a general ill feeling and fever, nausea or vomiting. &lt;/li&gt;
&lt;/ul&gt;These can be symptoms of infection, and may require medical  attention. The usual follow ups after surgery are at one week, one  month, three and/or six months, and thereafter at annual exams.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;What is the long-term outcome like for most people?&lt;/span&gt; &lt;br /&gt;
Correction to breast asymmetry can help clothes to fit better as well as  improve the overall silhouette by balancing the breast contours.  Remember, though, that as with breasts in general, the pull of gravity  will affect a surgically corrected breast over time. However, since the  breasts are now more equal in size and weight, they may undergo such  changes more evenly.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Ideal candidate:&lt;/span&gt;&lt;br /&gt;
In general, the best candidates for asymmetrical breast correction are:  &lt;br /&gt;
&lt;ul&gt;&lt;li&gt;18 years of age or older  &lt;/li&gt;
&lt;li&gt;Not currently pregnant or nursing  &lt;/li&gt;
&lt;li&gt;In good physical health  &lt;/li&gt;
&lt;li&gt;Psychologically stable &lt;/li&gt;
&lt;li&gt;Wanting to improve their appearance &lt;/li&gt;
&lt;li&gt;Realistic in their expectations &lt;/li&gt;
&lt;li&gt;Having this surgery for the first time &lt;/li&gt;
&lt;/ul&gt;In addition, the candidate for reduction surgery also should  understand that scarring on the breast, although diminishing over time,  will be permanent.&lt;br /&gt;
The above is only a partial list of the criteria that your surgeon  will consider in determining whether or not breast augmentation or  reduction is appropriate for you. Be sure to ask your surgeon if he /  she considers you an ideal candidate for a breast augmentation or  reduction in order to improve symmetry.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Risks and limitations&lt;/span&gt; &lt;br /&gt;
&lt;br /&gt;
All operations carry some risk and the possibility of complications  can include (but are not limited to) infection, unsatisfactory results,  excessive bleeding, adverse reaction to anesthesia, and the need for  second or sometimes third procedures. In addition, the following should  be noted with regard to augmentation and reduction in particular:&lt;br /&gt;
&lt;i&gt;Augmentation:&lt;/i&gt; There are several concerns regarding breast  augmentation: the surgery itself, the implants, breast cancer, and the  risk of anesthesia. The risks involved with breast augmentation have  received a lot of attention, but it is very unlikely that you would get  breast cancer or arthritis solely caused by the breast implants. We  recommend you read the specific complications outlined in the &quot;Food and  Drug Administration Infomation for Women Considering Saline-Filled  Breast Implants&quot; (courtesy of McGhan Medical Corporation  and FDA). To obtain this information, contact the McGhan Medical  Corporation, F.D.A. Consumer Information Line at (800) 532-4440 or your  surgeon. There is no known association of breast implants with breast  cancer in human beings, and in fact several large studies have shown a  lower incidence of breast cancer in women with breast implants. (Breast  implant type devices have been shown to cause a rare form of cancer in  rats that are prone to cancer, but this cancer has not been reported in  humans with breast implants.)&lt;br /&gt;
Other side effects specific to breast augmentation include:  &lt;br /&gt;
&lt;ul&gt;&lt;li&gt;capsular contracture, which occurs when the scar or area around the implant begins to tighten, causing the breast to feel hard. &lt;/li&gt;
&lt;li&gt;nipple sensitivity or loss in sensitivity. This usually disappears after several weeks, but for some may be permanent. &lt;/li&gt;
&lt;li&gt;rippling: indentations on the breast, often caused when the implant moves. &lt;/li&gt;
&lt;li&gt;rupture: when the breast implants tear and/or leak. This may require a second operation to replace the implant. &lt;/li&gt;
&lt;li&gt;symptoms of immune system disorders: some women have reported  having symptoms such as joint pain swelling, fever, fatigue, or breast  pain. Although research has not found conclusive evidence correlating  breast implants with these symptoms, the FDA has requested that further  study be done on this subject.  &lt;/li&gt;
&lt;/ul&gt;Many times patients will not be aware of complications until days or months after the procedure has been performed.&lt;br /&gt;
&lt;i&gt;Reduction:&lt;/i&gt;  In this surgery, serious complications are quite  rare, but there is often significant blood loss due to the magnitude of  the surgery. In addition, small areas of infection are not uncommon; nor  is delayed healing in areas of the incisions. There is also a  possibility of developing small sores around the nipples, which can be  treated with antibiotic creams. If you carefully follow all your  surgeon?s instructions both before and after the surgery, you can  minimize the risks.&lt;br /&gt;
As mentioned previously, future breast-feeding may not be possible,  since the surgery removes many of the milk ducts leading to the nipples.  Some patients may experience a permanent loss of feeling in the nipple  or breast after reduction. Rarely, the nipple and areola may lose their  blood supply, and the tissue dies&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Costs&lt;/span&gt; &lt;br /&gt;
Costs for these procedures vary, depending on the doctor, the  location, technique used and the difficulty of the specific case.  Reported costs apply to surgery involving both breasts: ask your doctor  about differences in cost where only one breast is corrected.&lt;br /&gt;
The fees listed below do not include anesthesia, operating room facility, hospital stay and other related expenses.                           &lt;br /&gt;
&lt;i&gt;Augmentation:&lt;/i&gt; The national average of 1999                              surgeon fees for augmentation was $3,142 (Source:                              The American Society of Aesthetic Plastic Surgery).                              Regional averages: New England states: $3,949; middle                              Atlantic states: $2,820; north central states: $2,936;                              south central states: $2,739; and mountain/Pacific                              states: $3,248. In most cases, health insurance policies                              do not cover the cost of augmentation.&lt;br /&gt;
&lt;i&gt;Reduction:&lt;/i&gt; The national average of 1999 surgeon                              fees for reduction was $5,024 (Source: The American                              Society of Aesthetic Plastic Surgery). Regional averages:                              New England states: $5,789; middle Atlantic states:                              $4,771; north central states: $5,196; south central                              states: $4,789; and mountain/Pacific states: $4,689.                              &lt;i&gt;You should ask your surgeon if your needs are medically                              indicated, in which cast the costs may be covered                              by your medical insurance.&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;How do I finance this procedure?&lt;/span&gt;&lt;i&gt; &lt;/i&gt;&lt;br /&gt;
Did you know that 29% of all Americans have considered having an  elective procedure? Of those, 60% would schedule a procedure immediately  if financing was available. With iEnhance&#39;s patient financing options, money no longer has to be the barrier between you and your new image. By filling out our on-line application you can qualify for a loan in as little as 30 seconds.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACLALoDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABQYEBwECAwAI/8QARBAAAQMCAwQFCAgEBAcAAAAAAQACAwQRBQYhEjFBURMiNWFxByNygZGxwdEUJTJigpKh0hZCUrI0U5PCFzNjc3SDlP/EABoBAAIDAQEAAAAAAAAAAAAAAAIDAQQFAAb/xAArEQACAgECBQMDBQEAAAAAAAAAAQIRAwQSBSExMnEzQVETImEjNEKBsST/2gAMAwEAAhEDEQA/AKdwWljrMRip5trYde+ybHcSmN2W8PG4z/nHyQHLR+uIPxe4p1Oq1NFihPG3JXzKWpnKM0kwL/DtBzn/ADj5LH8O0POb84+SM2Uuhw6orXgQs05lWJ4sEFckkhcZ5ZOkxdGW6HnN+cfJbx5YoXGwFQfB4+SsOgykx1jUyu7w3RNmG5cwyFgH0dpPM6qhk1OnXLHGyzDHlfdIqOiyNhs5BmfUgH+VrwT/AGogfJ1hjm+ahr3Hm6drR/arjNFRU0fUiaLdyHyPZJP1W9UcRuWdPdJ23RaikkVT/wANICbgTgchLf8A2qRF5McOJHS/SwfuzAf7Va/SMZHYNb7FFfUtDrEAEcglyUl/Ictr9iuZPJngsR64rv8AXH7V4eTfLzhvrgf++39qfZ3CV1zvXIRt4BK3TvqHsj8CWfJfgVgQ6vuf+u39q6w+SfBJN8tb/rN/anN0ltLLBmkIs0O9WiNTfuwHGPsKj/JLl2Nl3y158J2/sWIPJVliQ26TEf8A6G/sTbtyOaA5ZiDmv2homqTFNIWpPJDldke10mJX/wDIb+xCpfJjgG24MdX2HOZv7VZ0UjZG2fyXQU0ZHVbqplb6MFFQVXk1wxg8zJVfikH7UFqcm0VO4tf9IH/sHyV4TUTL3LUvY3hjJY3GwB8F2LM8TuStEyx71SdMqc5Ww8cZ/wA4+S9/C+H85/zj5JiniMcjmciuRC9DDFhnFSUVTMqWTJFtNivimAUVLQTzxmbaY242ngjeO5KqsHH+xqv0PiFXyz9dCMJpRRb00nKNsJ5c7Xh/F7inUBJeW+14fB3uKdwFb0HpPyI1XeTMIoTXVQYfsDVysrCcHjhhGy0C3JKmUKYFu2R9p11YtEAIxfRZesy/VzNeyLemhshfuchQNtoP0UqKmEY0Xe7ea5ulAFrpCpMe0DcReblgJ15KLEyw7+anzxbZuQtI4e5Q+pKOPR7Q3LnJSX1vqiDY9LLGxYoWrDXIEupyCukdP3Ii6nDiu8dKA1BsDTBgpASLj9F3bSt2dFOEBHBbNivwsjUAGwcaS53fotH02yNAjAisFzkYLbkVAMCO24tRuG9T6SpDwNy2lpw4HRD3h1PqNwKW7XM5IKvs7VC8Siu06IhA8SND2/ZOoXGvZtMPcobtBLqVpjUOxVEjiENIR/McOzKHcEDIW7wye7TpfFmVro7ct/KBOYR9TVfofEKvFYuYx9S1fofEKukriHqLwN0nYwplrtmDwd7inkcSkbLPbMHg73FPTdTpxPxT9C6wti9UrmkP+VafYpY9NbJxgs2MBLuARhsTByCYxowLDTu2aC5cjWeUMYXHQDiucB6XrBRcWkLKNw/qe1vtcFKw9wMY1UR6jJdCUGaLLYdbro3euzQm0AmRjHZabFzbgphatdjXVRQTZxZFqF3aywPJaOFl1BvHdSdZobAaBYA1Wu921xC3BsusgybDetCLrLitC4cFxBgtCFYhstBFkSfKl/GKgNvc8LpWR0goc2S8BJfSG50Y9zR4XUuoF2kHkouWDfCIXnQyAyH8Wqm1Au0+CGPQKhHzPF5onvulUixTpmRvmXpMcOK1eEvviZ/EFyi/IKzH2JWeh8Qq4Vj5j7DrPQ+IVcI+IeovBGk7GFcsdtQfi9xT7APOxj7w96QssdtQfi9xT9Sa1EQ+8EzSutNJ+f8AAc/qxLNwQebajwOg8EDwX/lsRoG1rrFj2mglzIGOtvh0uzcuaNsDns6qHhtaHAAHTeCp+ISARuuRs8UlZYqHSuLd4jc6P1A2H6WSt1SQ2UfsssSCXasprChNAS5oPJFYtQLKymIR2tdYLTfwW7Qt9nRSSRZQQDotIX7TJPurrUGzSSo+EjpaWWU6h8hA8Bogb5hex0jF1uWlRqeYdO6J9w5psiQbpqFMXaIIj2Gyiy34X0RRzAeSiVMRINhayJkUB5pnNvdK+Zp3NoqiW9g2J3uTDWybDyHH2pezDC6fDKoRi56J2nPRVsnNUHj5TVjBlepbNhVOQdBG0W77InOdCFX+RMUDaeONxNiBxT49xewHmOC7G7Q2Sp0LWON2ond6SZBqU9Yw3qH1pHmFpHDvWjwuVZ5L5RQ18f0kwPmTsOs9D4hVurIzIPqOs9Ae8Kt1Z4h6i8CdJ2MK5Y7ag/F7irBw8XrIR95V9lntmD8XuKsLDP8AGReKnE60k/7/AMIyK80SzMGHm2Is6+/cheE2EY8ERlkDIXvcdAFkR7TSS5i3m7EhR0cga4bRBA70LyFROfhwqSLmZ7nA8xfehmL9Jj2PR0bCRGXHaIG5vEqyMHoY6enjZFGGsY3ZaBwFkuEd0rGZpVBRRLpYujs22iJRM000XOKPdopbBYKykVkYY0gWWSbaELo1ui1e0WUhIG4nKGQuLTwUjCoxHh0TRyuh2MEdVo3ItSaUsY+6EtdxMgRjbXU08NbGOq3qS2/p5+pFKOcTRNcDcELNRG2WJ0b2hzHixB4oBRzyYXWminPmzrE88W8vEKL2y/BLVoaA0WWkzOqSNDbeswzska0tcNQurwHNIPFO6gXzEPHy1jXyzv2W3NyUIoqpsrS3bEjHDqu33ThjtHBLG5ocGEDQ2uEkUlAcPdsF5ddxNwNFSyJxkWHGLhfuB8PiFDilTAzRrJOp3A6j3qwMOnMtM25ubKvXTiTHqrYOgfsk+AA94TxgdzD3KMb5hZepzxZu1GfBIlUAJn25p+xfSFxCQKg3lf4laXDf3D8FDXeiBsy9h1noD3hVsrIzJ2HWeh8Qq3VviHqLwV9J2MKZZ7Yh8Hf2lWFhv+Ni8VXuWe2YPB3uKf6MkVMRH9SnF+0n/f8Ah0/XiWfhLrxN9S0zBVmGj2QbErTCn2ib4BCc1T2aRfcFibvtNOHORHyTTtlq6qreLuLwwHu3n4KwoHbOgSNkOQGicLi5md8E905Fj32sU3EuQvLbyMmxHkVIjN7cboeZujJaNSt6eZzTe2u5N5EJOgmAtJTYHwWsc7SACQuFdO1sbiHDQLm+RyTAtTeoxBkbdRtI+1hAte1tEGwSIzVMlQ4dUHRHR4JcPkmT5nMtPE3HeoOJ4dFXwdHKNlwN2PbvYeYRO11o5oKJqzkxVZWVWEyiGuADToyVv2XD4HuRiPFGOZo5vtUioiY9pjka17Xbw4AhA6rAqdusDpIe5r+r7Cg+6PQmkzOJ1kUjSS+1glXEapsMb3xm7gN5RGsoC3TppHm/NCsRpw2nkAJsGlJnJ2GvgUss08tRUEvu47Z2jzN1alBCIqdo42Snk6GNsL3Bo2uleCfWm9rup+inZtnJBSlvpgzGXHond6QZD1nekU/YqNqMpBlFpH+kVf4W/wDofgqa9fo/2CMx9iVnofEKuFY+Y+xKz0PiFXCt8Q9ReCppOxhTLPbMH4vcU/0QvVQjm4JAy12xD4O9xVi4PGZMQiFrgaldjdaOb8hyV54lg4YLRepL+btLnvTHRsDYwboNmSlNVA7YFyNVh/xNSHcgJkrERDUzUryAXecaDx4H4KxaetuGDUgW4qkIHSU+PQOF2vj2nD1AqwaXE/MsMl2Ejedx9aarjBSfRi8yTytIbpq5rZnXNrlS4K+IssCNUj1tfZgewnTeOaC0WJVoqrMnJiLrm54crIXk5jscLRaNViAa5vRuvYb+CHSVstU7omu2togaIAK50lo2EulOlm6lN2W8KfABU1QIk/laeChTcnSFzpBzD6cUtM2MWvvce9SBvWAsqwhJssOGi9decdFJFkSZQKl/VtxRCYiyGVB63rQSYQOqIybkoHio8y/T+UpkmbcFBMUjBjcOYSJhLqBsnu6tQ3lMT+gPxTS02GqT8mygV2IQu/llaR62j5JrlkDXBvFHl5ZJeQsfajliDduM2Vf1rejqJW/eKsOYh8em/ikTG4+jrXXH2hdWOHz26lX7itZHdgdC7mI/UlZ6HxCrlWNmIfUlX6HxCrlaHEPUXgo6TtYUy12xD4O/tKtbKlOZJ3zctFVOW9MXh8Hf2lXFlNp+jdTeSVUzT26Xb8ssQjea/hDU6zI9FDcTK163qZnNaA4DdwXEydFC4nS6zW/YuorbMr/o2ZWCCMSPLCA29tSnzAI6fEKKKUdZsjAQqqzJUPfj80zWF+y4g24Agi/6qflPNz8Ek6GoDpKYu+yDYtJ32+SfKLliivgXP1G/BbjsuUT2asLb/wBLiFzhythzZNoxyOPfIbLfBcy4Zi0Q+iVcbnf0POy4epGoySR3pW0nczphmHU1GB9HgYzvA19qOxiw8VApmusOqSiMf2QQNE6EaBZuAsrwK8R3JgJkW5rDhovBvrKw8gb9FxxHnGiGTC7kQqHgjQn1IPWzRx36WQMaN5cbJUg6NnC7N3cgmLvbHG4uIFtdTwUbFM6YFhrC2StjleP5IXbbv00Vb5pz1Jisb6ehjdDA4WJcesfkEvZKXIlKmG8tVTWZirQ1wLZ4mSMI1vvCc5Zg5jXjeNFUuXalrcRpZoHF0DJ3wbXAtIDh+t1ZfS9I2ybqltmwMMrQRimcdQdLapVzP/iGOsLm+qYYTZgB0ul7Mu6M95S9NP8AXg/yMyxvFJfgUcwn6lq/Q+IVdqw8w9jVfofEKvFs8Q9ReDM0nawnl3teHwd7iroymHNomEMJ38CqFaSDcEg9y3E0o3SPH4iqGX74KHwy3B7ZWfSFSx512XH1IRj9SKbDpZZA4Bjb7lQ3TS/5r/zFYMsjhZ0jyO9yQsNO7G/V/AfmqZJZZ5CbdMRteAN1Dlbre1xe6FXJ4r1zzKf7UA527CsMkkb9pjiHDcQbWR3Ds4Y9hxaKbE52tB3OIePY66TbnmvXPMrqR24tOj8rGY6YDakpJ+HnaW3t2SEVh8s+MgAOw3C3nmHyM+JVL7TuZ9q9c8yuoiy84vLVXgedwaiI5tqXD4FR67y1YnIwtpMMpYXkGzy9z7d9jZUptHmfavbR5ldR1j7iea8w4wzpanF6hzXX8215Y0W+60qHQZvzBhsfR0eKVETTcnZdfXTnfkk/aPM+1YueZXE7hurc149VgGqxWrkANy0ykAjwCHT1E87AXTSSC2l3E3F0Cubbys7RFrEhRR28Jhzt1h38Flh2DfjyQouJO8r1yeJXJHbh4oMVZLTGPomRSwFsjQzQOsdfXa6sPCZDPG11jYjhqqFDjzKyJZBukcPArs95qv2Ax1C6PpVsbtgdR35UvZpjc2JpDXaO5KjOnm/zZPzFe6aU75Hn1pMcTUk0+g76vKqH3MBvg9Xofscu8KvluXvtbaNj3rRX9Rm+rJOqKmLH9NVZ/9k=&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACLALoDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABQYEBwECAwAI/8QARBAAAQMCAwQFCAgEBAcAAAAAAQACAwQRBQYhEjFBURMiNWFxByNygZGxwdEUJTJigpKh0hZCUrI0U5PCFzNjc3SDlP/EABoBAAIDAQEAAAAAAAAAAAAAAAIDAQQFAAb/xAArEQACAgECBQMDBQEAAAAAAAAAAQIRAwQSBSExMnEzQVETImEjNEKBsST/2gAMAwEAAhEDEQA/AKdwWljrMRip5trYde+ybHcSmN2W8PG4z/nHyQHLR+uIPxe4p1Oq1NFihPG3JXzKWpnKM0kwL/DtBzn/ADj5LH8O0POb84+SM2Uuhw6orXgQs05lWJ4sEFckkhcZ5ZOkxdGW6HnN+cfJbx5YoXGwFQfB4+SsOgykx1jUyu7w3RNmG5cwyFgH0dpPM6qhk1OnXLHGyzDHlfdIqOiyNhs5BmfUgH+VrwT/AGogfJ1hjm+ahr3Hm6drR/arjNFRU0fUiaLdyHyPZJP1W9UcRuWdPdJ23RaikkVT/wANICbgTgchLf8A2qRF5McOJHS/SwfuzAf7Va/SMZHYNb7FFfUtDrEAEcglyUl/Ictr9iuZPJngsR64rv8AXH7V4eTfLzhvrgf++39qfZ3CV1zvXIRt4BK3TvqHsj8CWfJfgVgQ6vuf+u39q6w+SfBJN8tb/rN/anN0ltLLBmkIs0O9WiNTfuwHGPsKj/JLl2Nl3y158J2/sWIPJVliQ26TEf8A6G/sTbtyOaA5ZiDmv2homqTFNIWpPJDldke10mJX/wDIb+xCpfJjgG24MdX2HOZv7VZ0UjZG2fyXQU0ZHVbqplb6MFFQVXk1wxg8zJVfikH7UFqcm0VO4tf9IH/sHyV4TUTL3LUvY3hjJY3GwB8F2LM8TuStEyx71SdMqc5Ww8cZ/wA4+S9/C+H85/zj5JiniMcjmciuRC9DDFhnFSUVTMqWTJFtNivimAUVLQTzxmbaY242ngjeO5KqsHH+xqv0PiFXyz9dCMJpRRb00nKNsJ5c7Xh/F7inUBJeW+14fB3uKdwFb0HpPyI1XeTMIoTXVQYfsDVysrCcHjhhGy0C3JKmUKYFu2R9p11YtEAIxfRZesy/VzNeyLemhshfuchQNtoP0UqKmEY0Xe7ea5ulAFrpCpMe0DcReblgJ15KLEyw7+anzxbZuQtI4e5Q+pKOPR7Q3LnJSX1vqiDY9LLGxYoWrDXIEupyCukdP3Ii6nDiu8dKA1BsDTBgpASLj9F3bSt2dFOEBHBbNivwsjUAGwcaS53fotH02yNAjAisFzkYLbkVAMCO24tRuG9T6SpDwNy2lpw4HRD3h1PqNwKW7XM5IKvs7VC8Siu06IhA8SND2/ZOoXGvZtMPcobtBLqVpjUOxVEjiENIR/McOzKHcEDIW7wye7TpfFmVro7ct/KBOYR9TVfofEKvFYuYx9S1fofEKukriHqLwN0nYwplrtmDwd7inkcSkbLPbMHg73FPTdTpxPxT9C6wti9UrmkP+VafYpY9NbJxgs2MBLuARhsTByCYxowLDTu2aC5cjWeUMYXHQDiucB6XrBRcWkLKNw/qe1vtcFKw9wMY1UR6jJdCUGaLLYdbro3euzQm0AmRjHZabFzbgphatdjXVRQTZxZFqF3aywPJaOFl1BvHdSdZobAaBYA1Wu921xC3BsusgybDetCLrLitC4cFxBgtCFYhstBFkSfKl/GKgNvc8LpWR0goc2S8BJfSG50Y9zR4XUuoF2kHkouWDfCIXnQyAyH8Wqm1Au0+CGPQKhHzPF5onvulUixTpmRvmXpMcOK1eEvviZ/EFyi/IKzH2JWeh8Qq4Vj5j7DrPQ+IVcI+IeovBGk7GFcsdtQfi9xT7APOxj7w96QssdtQfi9xT9Sa1EQ+8EzSutNJ+f8AAc/qxLNwQebajwOg8EDwX/lsRoG1rrFj2mglzIGOtvh0uzcuaNsDns6qHhtaHAAHTeCp+ISARuuRs8UlZYqHSuLd4jc6P1A2H6WSt1SQ2UfsssSCXasprChNAS5oPJFYtQLKymIR2tdYLTfwW7Qt9nRSSRZQQDotIX7TJPurrUGzSSo+EjpaWWU6h8hA8Bogb5hex0jF1uWlRqeYdO6J9w5psiQbpqFMXaIIj2Gyiy34X0RRzAeSiVMRINhayJkUB5pnNvdK+Zp3NoqiW9g2J3uTDWybDyHH2pezDC6fDKoRi56J2nPRVsnNUHj5TVjBlepbNhVOQdBG0W77InOdCFX+RMUDaeONxNiBxT49xewHmOC7G7Q2Sp0LWON2ond6SZBqU9Yw3qH1pHmFpHDvWjwuVZ5L5RQ18f0kwPmTsOs9D4hVurIzIPqOs9Ae8Kt1Z4h6i8CdJ2MK5Y7ag/F7irBw8XrIR95V9lntmD8XuKsLDP8AGReKnE60k/7/AMIyK80SzMGHm2Is6+/cheE2EY8ERlkDIXvcdAFkR7TSS5i3m7EhR0cga4bRBA70LyFROfhwqSLmZ7nA8xfehmL9Jj2PR0bCRGXHaIG5vEqyMHoY6enjZFGGsY3ZaBwFkuEd0rGZpVBRRLpYujs22iJRM000XOKPdopbBYKykVkYY0gWWSbaELo1ui1e0WUhIG4nKGQuLTwUjCoxHh0TRyuh2MEdVo3ItSaUsY+6EtdxMgRjbXU08NbGOq3qS2/p5+pFKOcTRNcDcELNRG2WJ0b2hzHixB4oBRzyYXWminPmzrE88W8vEKL2y/BLVoaA0WWkzOqSNDbeswzska0tcNQurwHNIPFO6gXzEPHy1jXyzv2W3NyUIoqpsrS3bEjHDqu33ThjtHBLG5ocGEDQ2uEkUlAcPdsF5ddxNwNFSyJxkWHGLhfuB8PiFDilTAzRrJOp3A6j3qwMOnMtM25ubKvXTiTHqrYOgfsk+AA94TxgdzD3KMb5hZepzxZu1GfBIlUAJn25p+xfSFxCQKg3lf4laXDf3D8FDXeiBsy9h1noD3hVsrIzJ2HWeh8Qq3VviHqLwV9J2MKZZ7Yh8Hf2lWFhv+Ni8VXuWe2YPB3uKf6MkVMRH9SnF+0n/f8Ah0/XiWfhLrxN9S0zBVmGj2QbErTCn2ib4BCc1T2aRfcFibvtNOHORHyTTtlq6qreLuLwwHu3n4KwoHbOgSNkOQGicLi5md8E905Fj32sU3EuQvLbyMmxHkVIjN7cboeZujJaNSt6eZzTe2u5N5EJOgmAtJTYHwWsc7SACQuFdO1sbiHDQLm+RyTAtTeoxBkbdRtI+1hAte1tEGwSIzVMlQ4dUHRHR4JcPkmT5nMtPE3HeoOJ4dFXwdHKNlwN2PbvYeYRO11o5oKJqzkxVZWVWEyiGuADToyVv2XD4HuRiPFGOZo5vtUioiY9pjka17Xbw4AhA6rAqdusDpIe5r+r7Cg+6PQmkzOJ1kUjSS+1glXEapsMb3xm7gN5RGsoC3TppHm/NCsRpw2nkAJsGlJnJ2GvgUss08tRUEvu47Z2jzN1alBCIqdo42Snk6GNsL3Bo2uleCfWm9rup+inZtnJBSlvpgzGXHond6QZD1nekU/YqNqMpBlFpH+kVf4W/wDofgqa9fo/2CMx9iVnofEKuFY+Y+xKz0PiFXCt8Q9ReCppOxhTLPbMH4vcU/0QvVQjm4JAy12xD4O9xVi4PGZMQiFrgaldjdaOb8hyV54lg4YLRepL+btLnvTHRsDYwboNmSlNVA7YFyNVh/xNSHcgJkrERDUzUryAXecaDx4H4KxaetuGDUgW4qkIHSU+PQOF2vj2nD1AqwaXE/MsMl2Ejedx9aarjBSfRi8yTytIbpq5rZnXNrlS4K+IssCNUj1tfZgewnTeOaC0WJVoqrMnJiLrm54crIXk5jscLRaNViAa5vRuvYb+CHSVstU7omu2togaIAK50lo2EulOlm6lN2W8KfABU1QIk/laeChTcnSFzpBzD6cUtM2MWvvce9SBvWAsqwhJssOGi9decdFJFkSZQKl/VtxRCYiyGVB63rQSYQOqIybkoHio8y/T+UpkmbcFBMUjBjcOYSJhLqBsnu6tQ3lMT+gPxTS02GqT8mygV2IQu/llaR62j5JrlkDXBvFHl5ZJeQsfajliDduM2Vf1rejqJW/eKsOYh8em/ikTG4+jrXXH2hdWOHz26lX7itZHdgdC7mI/UlZ6HxCrlWNmIfUlX6HxCrlaHEPUXgo6TtYUy12xD4O/tKtbKlOZJ3zctFVOW9MXh8Hf2lXFlNp+jdTeSVUzT26Xb8ssQjea/hDU6zI9FDcTK163qZnNaA4DdwXEydFC4nS6zW/YuorbMr/o2ZWCCMSPLCA29tSnzAI6fEKKKUdZsjAQqqzJUPfj80zWF+y4g24Agi/6qflPNz8Ek6GoDpKYu+yDYtJ32+SfKLliivgXP1G/BbjsuUT2asLb/wBLiFzhythzZNoxyOPfIbLfBcy4Zi0Q+iVcbnf0POy4epGoySR3pW0nczphmHU1GB9HgYzvA19qOxiw8VApmusOqSiMf2QQNE6EaBZuAsrwK8R3JgJkW5rDhovBvrKw8gb9FxxHnGiGTC7kQqHgjQn1IPWzRx36WQMaN5cbJUg6NnC7N3cgmLvbHG4uIFtdTwUbFM6YFhrC2StjleP5IXbbv00Vb5pz1Jisb6ehjdDA4WJcesfkEvZKXIlKmG8tVTWZirQ1wLZ4mSMI1vvCc5Zg5jXjeNFUuXalrcRpZoHF0DJ3wbXAtIDh+t1ZfS9I2ybqltmwMMrQRimcdQdLapVzP/iGOsLm+qYYTZgB0ul7Mu6M95S9NP8AXg/yMyxvFJfgUcwn6lq/Q+IVdqw8w9jVfofEKvFs8Q9ReDM0nawnl3teHwd7iroymHNomEMJ38CqFaSDcEg9y3E0o3SPH4iqGX74KHwy3B7ZWfSFSx512XH1IRj9SKbDpZZA4Bjb7lQ3TS/5r/zFYMsjhZ0jyO9yQsNO7G/V/AfmqZJZZ5CbdMRteAN1Dlbre1xe6FXJ4r1zzKf7UA527CsMkkb9pjiHDcQbWR3Ds4Y9hxaKbE52tB3OIePY66TbnmvXPMrqR24tOj8rGY6YDakpJ+HnaW3t2SEVh8s+MgAOw3C3nmHyM+JVL7TuZ9q9c8yuoiy84vLVXgedwaiI5tqXD4FR67y1YnIwtpMMpYXkGzy9z7d9jZUptHmfavbR5ldR1j7iea8w4wzpanF6hzXX8215Y0W+60qHQZvzBhsfR0eKVETTcnZdfXTnfkk/aPM+1YueZXE7hurc149VgGqxWrkANy0ykAjwCHT1E87AXTSSC2l3E3F0Cubbys7RFrEhRR28Jhzt1h38Flh2DfjyQouJO8r1yeJXJHbh4oMVZLTGPomRSwFsjQzQOsdfXa6sPCZDPG11jYjhqqFDjzKyJZBukcPArs95qv2Ax1C6PpVsbtgdR35UvZpjc2JpDXaO5KjOnm/zZPzFe6aU75Hn1pMcTUk0+g76vKqH3MBvg9Xofscu8KvluXvtbaNj3rRX9Rm+rJOqKmLH9NVZ/9k=&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSdzI0UB1dNbE4mHb-wA1QDi6iIUIpCcj7V_mQZiENgDo79QT9dGoT2Tmc&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSdzI0UB1dNbE4mHb-wA1QDi6iIUIpCcj7V_mQZiENgDo79QT9dGoT2Tmc&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQei74gkCt_3BZqMZaMZdhC0TtjPpXlsOcjl6VtgR1GEkR0LbB9VMSsHRk&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQei74gkCt_3BZqMZaMZdhC0TtjPpXlsOcjl6VtgR1GEkR0LbB9VMSsHRk&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQw4gJ1Vk8t4oKcEAa5wIPwDiY6plt37-v92Vs_Q_yR28Vfiq00gg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQw4gJ1Vk8t4oKcEAa5wIPwDiY6plt37-v92Vs_Q_yR28Vfiq00gg&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTkMUaf0lq7-mKhNqigU9gj3fFlBF_rjDo3WIw0RpSl4zIlfuUV&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTkMUaf0lq7-mKhNqigU9gj3fFlBF_rjDo3WIw0RpSl4zIlfuUV&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTp5Yn7KKdhqZWzbWGM9SMmKbR55JIwHbke0ZNrFs7Nebx4fgAVVw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTp5Yn7KKdhqZWzbWGM9SMmKbR55JIwHbke0ZNrFs7Nebx4fgAVVw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQBxIGfw0gSJdqfpISjhAJNTvOYYiGRbi0vUEX8BG9VaTPu7TNL&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQBxIGfw0gSJdqfpISjhAJNTvOYYiGRbi0vUEX8BG9VaTPu7TNL&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRFgFYBrODP3DDgBeGcrwNGy4E-blrPpXL4aWyy1ZTRfthCg26cxA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRFgFYBrODP3DDgBeGcrwNGy4E-blrPpXL4aWyy1ZTRfthCg26cxA&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRNkOikLNzKfoZKtqPWMDQMX_c4FWBchhxVCYwJbW4WSzmersix&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRNkOikLNzKfoZKtqPWMDQMX_c4FWBchhxVCYwJbW4WSzmersix&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQdjrkTfHt99pkRxnh56efAzlennx_uTJalyoiS1gf9kw3bn95w3AoiRKtX&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQdjrkTfHt99pkRxnh56efAzlennx_uTJalyoiS1gf9kw3bn95w3AoiRKtX&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCABQAKADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABAUCAwYBBwD/xAAtEAABBAIBAwMCBwADAAAAAAABAAIDEQQhEgUTMSJBUQZhQmJxgZGhsTJDUv/EABkBAAIDAQAAAAAAAAAAAAAAAAECAAMEBf/EACERAAICAwACAwEBAAAAAAAAAAABAhEDBBIhMRMiQTNh/9oADAMBAAIRAxEAPwDN4X05lTgGdzYxX/Fuz/KYRfTmJEQZI3TO/O4/4tTFCO2OIHil0QUbOlgllyz9s2Rw44+kZ58AibxEJa34A0FW1rOQ0tC6LkSSqpIYTot37pV/pan+AsDQ/TTQCJe2mHdmlBsTWG2ilMNKjY1WAuiDj6goSYsdVxDgfIO0wLB7hdbEHHwqrYTPZXQcbIPOJphd+Twg5vpqdjHPjla6h4IpbKOBoCmY28SNeFdDYyx9Molgxy9o81HRcqh3HMZetepIJmTMlkBc4kE8j9l6lJjhwcGgWLpIYelRzZvUGPjpkrWt5V4ob/tP8s5P7MPw44qooz/SYecpcSCDqj7aWt6TE2OOmkKHSOmwxmaCWNpcxzXg150m8eHFHfbFAnQQk7LFFIkInObYPlDZMLm1vz5R4toAUHtDjbthLZORFJjc38iCbXY8Z7qBY2r+dp2WMIrioHCafU0m0t35GM3k9Fx8mWnQxg/IG1GT6eibFUIcz4o+Fqo8drbsbXSwURaMZTT8MrlGD8NBePLoepX8+Wlm+h9Rbmxc2uFtJa6nXRC0GPWnHaHp0QIbGSFXLDRJpGxUQpuiDxoJgWLBDtWdghvhG9tjfOyu8daStD9C10V+y7HEi3sVXEgpWg2Uy23aHfMANlFTbZ+yznWcp0EZ4CyfZRLyELZLyNitq2OIUTWybKUdLyhNGCHAfqnbXAM8qd0ycsg2Ad3ue9V+qtDSdAL4Futq6KidFNbZPRX2XnwougdSYBoAv2UXRmkaBYAWbX3LjpXSNAPlCSuHPzoJBqJl9m0M/Ia2TiSFTl5HFruHws1l5rpZ3UQOOyT7KxKxHS9gfRco9K6sYAbgyfWB/wCXBek4EncaHE6XlWWe3mYMp8CTiT8Ar0Xpc7o4LIstb4+Vp2YczMepPrHRpYG2dIrtgCzpKuhZ4yBT7v4rwmsjxVAqijQcLB4IpVvAur1SsYS4WVRkenZUoJEj42qZWmvCshdyOvdWztEbObxr7KtoZMVZEnAHRH3WC+o5pZs6oJi0xe34XLczTNlsHyPK88zN5cxuzzctOpBSk7Mu3kcIKi3o0jzltbHsP8g/hK2+PiyECzshYb6ecGZ1nyRr+VsY88cg3uFrS7iAkzY1GZdrZHLHYyOD6RRVD4zC8epGMlL20XbG7+ULkus38JeF7LXJsYYbO7ByvwqpiRpd6TJcRAKi57e/Tjr4SyAn5BnwyObdpfkwytJ0StJGzkwUlHUMtkclcQb90OBuzK9TlljjcXA6HhZXOyHCJmPGakmNk/A+Vt+r8ZYHXVEWvPoSZOoTPOwxvELRghcqM2xOosO6qLwnuA2wtcP2W46LN38OGUHbmAn+FjMscsWVvywrQfSk3PpWK78lFX7vimZdHzaNnhycSBGA0/YJlGT5ef4SvFGgf7R8bXOGlg6OjwMIq+VRmU5ho7UWHiFGUFzb8qdE5BIJO06idq/JyQ+Agi0vyWkH02HJfM7J362gV5pGMgclWU9mIJJXEtBF1axch5yOefxEn+U56zPTOHIlxNEn/ElW/Uj9Wznb0rkolWJL2Z2vHsd/otJiSB72vY7yb9QsLLXQtNsBspc10TvSfwk+/wBlNpKLTZZpSdOKNnjTBkdl1kqE8nd0w7PwlmOMjjxNH4pMcaJ4Ic7RWOWRG5JjPpbOzAOZ2ULm3DkNlJtpVjHH5VGY0uHm79lX1YeQ7HzgG3dWlfUi2R/Kmk+xS+Q5GO6ms5NH32g8rLyXMcBGG/dzlamqFaZV1vLZDivbYJpYzpYJifIf+xx/pF9aneYpHSO5EDVeLVeIzt40bPgf2tetFezBtP8ABiQHAtPgikb9GyEYMkB8wyEIGRwjY57jQaLKYfRmM4Yb5pBRyJOY/RHc/mJop9s2uBPY43uvCdRP5gBIIoeBBaUzxn1Xlcs6rGC+PhcvVrjzQQIUyhrtFKep+hhDf2RmTMWE0k2fLLKOHsgEzPVXgy8QbAS8ovqrO3lFnsB7oNdrWXOJI4e1LrM2CA1ab9Lkc1rCBqkoiidNIGtH6rRYGOGMDK8BUbko0o/pr0Yytv8AB1iZTfZNIXBzbpIYIjG7wQm+MX0Phcw6IYoyFtbXWk2b/ZU5BLUwASaVl1W0o6hKwscLG1ZnyPDiWlKJo3Pvk478pogZmeqO5zRxezpP8RRr28Krq0DopI52i2xH1D7KbXtc0OabBFgrqazXBytq+vJ//9k=&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTD_wQpDPv2gAK_13uvNlH4P3YbHnEkyDjlE0HrxFi_2RtJbjZrM3OfZvLaLQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTD_wQpDPv2gAK_13uvNlH4P3YbHnEkyDjlE0HrxFi_2RtJbjZrM3OfZvLaLQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSeADlCRz5HG-wufqhQWtCNnT2ly87d8WpOeLqSzP0TSz_y3EPNdYVEmUA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSeADlCRz5HG-wufqhQWtCNnT2ly87d8WpOeLqSzP0TSz_y3EPNdYVEmUA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTCpDJHDI6HNDkTk1UOmVNoKzNaC2LI_oGewraQN8pXRsAU_yft&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTCpDJHDI6HNDkTk1UOmVNoKzNaC2LI_oGewraQN8pXRsAU_yft&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTGFXS-40luByIYrcLgt4jXNYwzqqTPidvcVPF1yCgjSqZuyl2S8Q&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTGFXS-40luByIYrcLgt4jXNYwzqqTPidvcVPF1yCgjSqZuyl2S8Q&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTwP6NPTjKW4L4Zs6iqx2onSTQTBrChNW8aCmF4wUip5yOsMPKq53jQDnLwpw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTwP6NPTjKW4L4Zs6iqx2onSTQTBrChNW8aCmF4wUip5yOsMPKq53jQDnLwpw&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSIfnS2ZiK7DOUZYe1yN4XCz2nZiJBxkfAHD8b_tuoc1O_xsra7&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSIfnS2ZiK7DOUZYe1yN4XCz2nZiJBxkfAHD8b_tuoc1O_xsra7&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQnuFMHatWHlyWHu2lAotKjCVL98-E_ozLWb-AGmcb2H9Iyko22&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQnuFMHatWHlyWHu2lAotKjCVL98-E_ozLWb-AGmcb2H9Iyko22&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTvyUsRjhU9uc9i7oAteHkWpWljykXktfhw9RaC7hNiA1r-F1TB&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTvyUsRjhU9uc9i7oAteHkWpWljykXktfhw9RaC7hNiA1r-F1TB&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQsQvlgOdiVpq5JRrwXtoKHFpbGviGDU_vTOMEz3dBb_SLdzcTA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQsQvlgOdiVpq5JRrwXtoKHFpbGviGDU_vTOMEz3dBb_SLdzcTA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTfqXvrVK6jVvng_evLT4hdmcbudgk0C6xEdoY8vdxsL5t0MmdjuQMPFuB4qw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTfqXvrVK6jVvng_evLT4hdmcbudgk0C6xEdoY8vdxsL5t0MmdjuQMPFuB4qw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQEs4TUjWB1Kqsfh9DIgXgcnWtVc2a5U5Ngjycwv4THQfkA0Te2fw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQEs4TUjWB1Kqsfh9DIgXgcnWtVc2a5U5Ngjycwv4THQfkA0Te2fw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR7WFMndHI9J6l-1R9M0RVWg3JVeZgGlUolhEWXjHYhe7OeC-Ei&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR7WFMndHI9J6l-1R9M0RVWg3JVeZgGlUolhEWXjHYhe7OeC-Ei&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT8HySL_jPJ9AC4H6D0d4w_-l6a0oQTJBFiSI9JpQPeA_mp76P_&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT8HySL_jPJ9AC4H6D0d4w_-l6a0oQTJBFiSI9JpQPeA_mp76P_&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSOwVVYAzxXHSCtas6jHgyHDd2f41zqj0ddwA2WZ_SYV8uUzGtlCw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSOwVVYAzxXHSCtas6jHgyHDd2f41zqj0ddwA2WZ_SYV8uUzGtlCw&quot; /&gt; &lt;br /&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;  &lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/666602721796842022/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-asymmetry-correction-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/666602721796842022'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/666602721796842022'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-asymmetry-correction-surgery.html' title='Breast Asymmetry Correction Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-1597716319130225562</id><published>2011-03-24T06:04:00.000-07:00</published><updated>2011-03-24T06:04:48.316-07:00</updated><title type='text'>Male Chest Reconstruction Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;In men with female breast growth, caused either by gynecomastia or by status as a transman, a &lt;b&gt;male chest reconstruction&lt;/b&gt; is often done to give the chest a more masculine appearance. In transgender and transsexual people, this surgery may be performed as part of the transition of a female body into a male/masculine body.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Breast_augmentation&quot;&gt;Breast augmentation&lt;/span&gt;&lt;/h2&gt;Male chest reconstruction usually precedes genital surgery for  transmen, as protruding breast contours are a secondary female sexual  characteristic.&lt;br /&gt;
While for very small breasts a peri-areolar skin excision can be  performed, the problem of maintaining an adequate pedicle to support the  nipple areolar complex without protrusion of the pedicle through the  skin becomes challenging. Bringing skin into the borders of a contracted  areola will cause puckering which hopefully with time will smooth out. A  permanent fixation suture is often required to prevent tension on the  suture line from causing a slowly expanding scar.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Inverted_.22T.22_procedure&quot;&gt;Inverted &quot;T&quot; procedure&lt;/span&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSushqnTD9Kc-GV1NIRLxRlccrWLo8IpzYPe8Bi9SiI_6kg1-6XPQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSushqnTD9Kc-GV1NIRLxRlccrWLo8IpzYPe8Bi9SiI_6kg1-6XPQ&quot; /&gt;&lt;/h2&gt;A transverse inframammary incision with free nipple areolar grafts  may be one approach. If there is too much blousing of the skin, the  alternatives are to extend the incision laterally (chasing a dog ear) or  to make a vertical midline incision (inverted T).&lt;br /&gt;
The areola is trimmed to a pre-agreed-upon diameter and the nipple  sectioned with a pie-shaped excision and reconstituted. There may be  varying sensory loss because of nerve disruption.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Nipple_grafts&quot;&gt;Nipple grafts&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Keyhole_procedure&quot;&gt;Keyhole procedure&lt;/span&gt;&lt;/h2&gt;To remove the glandular and fatty tissue which comprise the breast  mass and the added skin that drapes the mass, there are three basic  approaches.&lt;br /&gt;
For petite breasts, like an A or a small B, a peri-areolar incision  can be done. That is a circular incision around the areola, combined  with an inner circular incision to remove some of the unneeded areola as  well. Drawing the skin into the center will result in some puckering,  but this often smooths out with time. There will be significant tension  on the scar line, and to prevent spreading of the scar, a permanent  fixation suture is needed. Leaving outer dermis (raw skin) underneath  the marginalized areola helps in its survival.&lt;br /&gt;
The keyhole incision (think skeleton key) augments the periareolar  incision further by making a vertical closure underneath (lollipop),  which results after the unwanted skin is pulled in from side to side and  the excess is removed.&lt;br /&gt;
An anchor incision adds to that a transverse incision usually in the  infra mammary fold to further remove excessive skin. Draping or blousing  is not desirable. This is reserved for much larger breasts or  topographically a larger surface area as seen in women with postpartum  breast atrophy.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;.22Dog_ear.22&quot;&gt;&quot;Dog ear&quot;&lt;/span&gt;&lt;/h3&gt;Occasionally the side limbs may be quite long, and the expression  doctors use is &quot;chasing a dog ear&quot; into the axilla (or underarm). A dog  ear is an unpleasant ruffle of skin in the corner of an incision when  there is too much gathering usually at an angle greater than 30 degrees.&lt;br /&gt;
Not uncommonly the surgeon may wish to revise the incision lines  after 3 or more months of settling shows some residual problem areas.&lt;br /&gt;
The nipple areolar complex may be supported by a pedicle which has  the advantage of leaving some sensation and blood supply intact, but can  have the disadvantage when the pedicle has sufficient bulk not to  provide the flat look most FTM patients desire.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Areola_graft&quot;&gt;Areola graft&lt;/span&gt;&lt;/h3&gt;The use of a free and reduced nipple areola graft allows the  masculine-looking graft to be placed precisely where it should be, best  seen by sitting the patient up on the table while under anesthesia. The  disadvantage is perhaps at times some predisposition to a partial take  or failure for the graft to take at all.&lt;br /&gt;
There are many techniques to reconstruct a nipple as well as tattoo the areolar area should that be necessary.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Areola_graft&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;&lt;h1 class=&quot;style23&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Male Chest Reconstruction&lt;/span&gt;&lt;/h1&gt;&lt;div class=&quot;mytext&quot;&gt;&lt;strong&gt;Male Chest Reconstruction&lt;/strong&gt; usually  precedes below the waist surgery for FTM patients as protruding breast  contours are a sin qua non of the female presentation. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;While for very small breasts a  peri-areolar skin excision can be performed, the problem of maintaining  an adequate pedicle to support the nipple areolar complex without  protrusion of the pedicle through the skin becomes challenging. Bringing  skin into the borders of a contracted areola will cause puckering which  hopefully with time will smooth out.&amp;nbsp; A permanent fixation suture is  often required to prevent tension on the suture line from causing a  slowly expanding scar. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;A transverse inframammary  incision with free nipple areolar grafts is my preferred approach. If  there is too much blousing of the skin, the alternatives are to extend  the incision laterally (chasing a dog ear) or to make a vertical midline  incision (inverted T). &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;The areola is trimmed to a pre agreed upon diameter and the nipple sectioned with a pie shaped excision and reconstituted. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;Although the patient must be  cautioned there may be varying sensory loss because of nerve disruption,  our limited experience has been favorable in this regard as distal  nerves are known to regenerate. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;Nipple areolar grafts must be  kept wet with saline soaked gauze re-moistened every 3 hours for at  least 5 days to maintain tissue viability until capillary buds grow into  the graft. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;Plan on having a roommate or spouse do this for you throughout the night. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;Some crusting of the grafts is  not unusual and will usually shed by the 3 or 4th week. &amp;nbsp;By all means do  not lift or pick them off as the adherence of the graft may be very  tenuous and its viability very fragile. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;After tissue settling some  revision surgery may be required and is usually done for a nominal fee  relating only to use of the facility and anesthetic services if required  (as opposed to being done under local). &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;Breast sizes greater than a C, need to be done in hospital setting. &lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;Fee     $5,000 to $8,500 for male chest reconstruction surgery.&lt;/div&gt;&lt;div class=&quot;mytext&quot;&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRi-MJVW5U92iROKAFi3EMtvYOhOI243ABRQ3OUrNNlAOAwcaFM&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRi-MJVW5U92iROKAFi3EMtvYOhOI243ABRQ3OUrNNlAOAwcaFM&quot; /&gt; &lt;/div&gt;&lt;h1 class=&quot;style23&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;.22Dog_ear.22&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Keyhole_procedure&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Nipple_grafts&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Inverted_.22T.22_procedure&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Breast_augmentation&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/1597716319130225562/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/male-chest-reconstruction-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/1597716319130225562'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/1597716319130225562'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/male-chest-reconstruction-surgery.html' title='Male Chest Reconstruction Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-958458137005625098</id><published>2011-03-24T05:37:00.000-07:00</published><updated>2011-03-24T05:37:14.589-07:00</updated><title type='text'>Male Breast Reduction or Gynecomastia Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Gynecomastia&lt;/span&gt;&lt;br /&gt;
What is Gynecomastia? Gynecomastia refers to the condition where males  develop abnormally large breasts. Besides being uncomfortable and self  conscious about one&#39;s condition, symptoms can even include milk  secretion. What causes Gynecomastia is still uncertain, but it is  generally linked to an imbalance in hormones or the tissues related to  them.&amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;                           &lt;div align=&quot;justify&quot; class=&quot;style24&quot;&gt;Gynecomastia  is not physically harmful to the patient, but it’s an embarrassment  that doesn’t have to be. Gynecomastia can be cured. Gynecomastia  surgery, or male breast reduction, reduces breasts that are femininely  oversized and sagging. &lt;/div&gt;There are those who choose to live with  Gynecomastia by hiding behind compression garments, but there are real  solutions to end Gynecomastia. Natural weight loss and hormone therapy  are great options to help stop the root cause, but they can leave you  with sagging breast tissue and a drooping chest. The best Gynecomastia  treatment to eliminate male breasts is surgery. Through liposuction or  more invasive surgical methods, excess tissue, fat, and skin are removed  to create a more attractive and masculine chest contour.&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;FAQs&lt;/span&gt; &lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Typical Minimum Cost of Gynecomastia:&lt;/span&gt;&lt;span class=&quot;style24&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;style28&quot;&gt;USA&lt;/span&gt; $3,650.00 &lt;span class=&quot;style28&quot;&gt;India &lt;/span&gt;&lt;span class=&quot;style29&quot;&gt;&lt;span class=&quot;style24&quot;&gt;$1215.00 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;               &lt;div class=&quot;style24&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Typical Maximum Cost of Gynecomastia:&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;style28&quot;&gt;USA&lt;/span&gt; $6,625.00  &lt;span class=&quot;style28&quot;&gt;India &lt;/span&gt;$ 2208.00 &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Average Cost of Gynecomastia:&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;style28&quot;&gt;USA&lt;/span&gt; $5,137.50 &lt;span class=&quot;style28&quot;&gt;India &lt;/span&gt;$1712.00&lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Time Required for Gynecomastia:&lt;/span&gt;&lt;br /&gt;
It usually takes about 1-2 hours to perform  Gynecomastia surgery. Time requirements do vary depending on the extent  of surgery. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Is Gynecomastia an InPatient or OutPatient Procedure?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Outpatient. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;What are the Side Effects of Gynecomastia?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Gynecomastia surgery side effects can include temporary swelling, bruising, and tenderness. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;How Long do Gynecomastia results last?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Gynecomastia surgical results are permanent, but  subject to changes in appearance as the patient&#39;s weight fluctuates. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;What is the recovery time for Gynecomastia?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Day 1-14 After gynecomastia surgery, recovery from  swelling usually takes at least 1-2 weeks. The patient usually wears a  compression wrapping around the chest for those first couple weeks to  help the swelling go down.&lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;Day 2 Many patients return to work as quickly as 1-2 days after surgery.&lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;Day 7 Sutures can usually be removed about 7-10 days into gynecomastia recovery.&lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;Please Note**It is usually  required that at least 3 weeks be given before patients pursue exercise  or other more strenuous activity.&lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Will my insurance company cover Gynecomastia?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Because of the normally cosmetic nature of  Gynecomastia surgery, insurance is usually not involved. However, in  some circumstances, it may be deemed necessary to have male breast  reduction surgery. Insurance would then cover a portion or possibly all  of the cost, depending on your provider. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;Is there much discomfort for Gynecomastia?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
Gynecomastia pain and discomfort is very minimal, and very easily controlled with oral pain medication. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;What types of anesthesia is necessary for Gynecomastia?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
The Gynecomastia surgery anesthesia of choice is  usually general, though local anesthesia with sedation may also be opted  for. &lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;What else can I combine Gynecomastia with?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
For enhanced results, Gynecomastia surgery may be combined with:&lt;/div&gt;&lt;div class=&quot;style24&quot;&gt;Liposuction&lt;br /&gt;
Tummy Tuck&lt;br /&gt;
Facial Implants&lt;/div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;style25&quot;&gt;What else is Gynecomastia referred to as?&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;style24&quot;&gt;&lt;br /&gt;
Male Breast Reduction. Getting rid of man boobs (slang).&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;h2&gt;The Gynecomastia Surgery Procedure&lt;/h2&gt;If your enlarged breasts consist primarily of excessive fatty tissue, your surgeon may use liposuction.  If excess glandular tissue is the primary cause, the tissue may be cut  out with a scalpel. This excision may be performed alone or in  conjunction with liposuction.&lt;br /&gt;
During an excision procedure, the incision is made either on the edge  of the nipple (areola) or in the underarm area. The surgeon cuts away  the excess glandular tissue, fat and skin from around the pigmented area  surrounding the areola and from the sides and bottom of the breast by  working through the incision. Major reductions that involve the removal  of a significant amount of tissue and skin may require larger incisions  and more visible scars.&lt;br /&gt;
If liposuction is also used to remove excess fat, a slim, hollow tube  (cannula), is inserted directly through the existing incisions. The  cannula is attached to a vacuum pump to suction out the fat.&lt;br /&gt;
For liposuction-only breast reduction, your surgeon will likely make a  small incision of less than a half-inch in length around the edge of  the areola. Or he or she may make the incision in the underarm area. You  may feel a vibration or some friction during the procedure, but  generally no pain.&lt;br /&gt;
Sometimes a small drain is inserted through a separate incision to  remove excess fluids. Once closed, the incisions are covered with a  dressing. The chest may be wrapped to keep the skin firmly in place.&lt;br /&gt;
Breast reduction surgery  for gynecomastia is most often performed on an outpatient basis, in an  office-based or ambulatory surgical facility or in the hospital.  Sometimes an overnight hospital stay is recommended. Time in surgery is  typically an hour and a half, but a more extensive male breast reduction  may take longer.&lt;br /&gt;
The procedure may be performed under general anesthesia or local  anesthesia with sedation. Your surgeon will discuss your anesthesia  options with you once you have decided on surgery.&lt;br /&gt;
&lt;h2&gt;Risks of Gynecomastia Surgery&lt;/h2&gt;Surgical risks include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Scarring&lt;/li&gt;
&lt;li&gt;Swelling&lt;/li&gt;
&lt;li&gt;Bruising&lt;/li&gt;
&lt;li&gt;Bleeding&lt;/li&gt;
&lt;li&gt;Blood clots&lt;/li&gt;
&lt;li&gt;Infection&lt;/li&gt;
&lt;li&gt;Poor wound healing&lt;/li&gt;
&lt;li&gt;Temporary or permanent changes in nipple or breast sensation&lt;/li&gt;
&lt;li&gt;Anesthesia risks&lt;/li&gt;
&lt;li&gt;Breast contour and shape irregularities&lt;/li&gt;
&lt;li&gt;Skin discoloration&lt;/li&gt;
&lt;li&gt;Permanent pigmentation changes&lt;/li&gt;
&lt;li&gt;Damage to the nerves, blood vessels, muscles and lungs&lt;/li&gt;
&lt;li&gt;Allergies to surgical materials&lt;/li&gt;
&lt;li&gt;Breast asymmetry&lt;/li&gt;
&lt;li&gt;Fatty tissue found deep in the skin might die (this is called fat necrosis)&lt;/li&gt;
&lt;li&gt;Fluid accumulation&lt;/li&gt;
&lt;li&gt;Deep vein thrombosis&lt;/li&gt;
&lt;li&gt;Cardiac and pulmonary complications&lt;/li&gt;
&lt;li&gt;Pain&lt;/li&gt;
&lt;li&gt;Possibility of revision surgery for additional tightening or repositioning of the breasts&lt;/li&gt;
&lt;li&gt;Death&lt;/li&gt;
&lt;/ul&gt;Risks of liposuction for gynecomastia include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Uneven contours&lt;/li&gt;
&lt;li&gt;Rippling or loose skin&lt;/li&gt;
&lt;li&gt;Irregular pigmentation&lt;/li&gt;
&lt;li&gt;Excessive fluid loss&lt;/li&gt;
&lt;li&gt;Fluid accumulation&lt;/li&gt;
&lt;li&gt;Infection&lt;/li&gt;
&lt;li&gt;Blood clots in the lung (pulmonary emboli)&lt;/li&gt;
&lt;li&gt;Hematoma (a collection of blood in the areas suctioned)&lt;/li&gt;
&lt;li&gt;Temporary numbness or discoloration in the treated area&lt;/li&gt;
&lt;li&gt;Asymmetry, dimpling, wrinkling, unevenness and surface irregularities over the treated area&lt;/li&gt;
&lt;li&gt;Perforation wounds in surrounding tissue or organs&lt;/li&gt;
&lt;li&gt;Anesthesia reactions&lt;/li&gt;
&lt;li&gt;Swelling&lt;/li&gt;
&lt;li&gt;Burns (from ultrasound-assisted and laser-assisted liposuction)&lt;/li&gt;
&lt;li&gt;Death&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;Recovering From the Surgery&lt;/h2&gt;Have someone drive you after surgery and help you at home for a day  or two if needed. Whether you&#39;ve had liposuction, excision with a  scalpel or both for your gynecomastia, you will feel discomfort for a  few days. The pain can be managed with a prescription from your doctor.&lt;br /&gt;
To help reduce swelling, you&#39;ll probably need to wear an elastic  pressure garment continuously for a week or two, and for a few weeks  longer at night. Although the worst of the swelling will subside in the  first few weeks, it may be three months or more before the final results  of your surgery are apparent.&lt;br /&gt;
You&#39;ll be encouraged to begin walking around on the day of surgery,  and to return to work when you feel well enough, which could be in a  couple of days. Stitches are removed one to two weeks after the  procedure.&lt;br /&gt;
Your surgeon may advise you to avoid sexual activity for a week or  two and heavy exercise for about three weeks. You will be told to stay  away from any sport or job that risks a blow to the chest area for at  least four weeks. Your activities should be back to normal after about a  month.&lt;br /&gt;
It&#39;s important to avoid exposing surgical scars to the sun for at  least six months. Sunlight can affect the skin&#39;s pigmentation  permanently, causing the scar to turn dark. If sun exposure is  unavoidable, use a strong sunblock.&lt;br /&gt;
If you experience shortness of breath, chest pains, or unusual heart  beats after the procedure, contact your surgeon immediately. These  complications may require hospitalization and additional treatment.&lt;br /&gt;
&lt;h2&gt;Cost of Gynecomastia Surgery&lt;/h2&gt;The cost of male breast reduction typically includes the surgeon&#39;s  fee, hospital or surgical facility costs, anesthesia fees and  prescriptions for medication and post-surgery garments. According to  statistics from both the American Society for Aesthetic Plastic Surgery  and the American Society of Plastic Surgeons, the national average for  plastic surgeon fees for gynecomastia surgery is roughly $3,400.&lt;br /&gt;
In most cases, the cost of male breast reduction surgery is not  covered by insurance. But each insurance policy varies greatly, so  review your policy carefully to determine coverage. The ASPS has  published a position paper for physicians and insurers defining the  recommended criteria for coverage of reconstructive cases. This document  grades the condition based on its severity, the length of time it has  been present and the symptoms that it is causing in both adults and  teens.&lt;br /&gt;
The ASPS states that male breast reduction surgery should be covered  by insurers when it is performed to relieve symptoms or signs of  deformity related to excessive breast size. Ask your physician for a  copy or of this document to submit to your insurer or view the online version.&lt;br /&gt;
Many plastic surgeons offer patient financing plans, so be sure to ask.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERQUExQVFRQVFxgWFxcYFBcVFRcYFxQVFhUYFRQXHCYfFxkjGRcXHy8gIycpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PGiwkHCQsLCwsLCksLCwsLCwsKSwsKSwsLCkpKSkpLCwsKSwpLCwsKSwpKSwsKSwsLCwpLCwsLP/AABEIALIBHAMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAAFBgMEAAIHAf/EAFEQAAECAwQECQgFBwoGAwAAAAECEQADBAUSITEHIkFRBhMyYXGBkaGxIzNCUnKTssEUF2LR8GNzksPS4eMWQ0RTZIOio+LxCBVUgrPCJDSE/8QAGQEAAwEBAQAAAAAAAAAAAAAAAgMEAQAF/8QAKBEAAgICAgIDAAIBBQAAAAAAAAECEQMhEjFBUQQTMiKxI0JhceHw/9oADAMBAAIRAxEAPwDuMZCUNLtB60z3So2Olmh9aZ7pUDzj7N4v0MVXbAQtaSnkpvcoB8QOrPPmMaS7bckBIJ1WAWCSVBJDczHPmMK03SXZq1YmcVKDebmDLcxwPOMYvSuG1CpBDzSCxLpWS4AAN4l3F0Yu+EapJmcJh1VsMpKSghRJSReGB1Gb1sFg4bH3RYs6u41F5gOYKCtgOLZHHKFZXDagS3nSUuQbiypyzl3ck3RnswyiOm0n0EsXUqnMNhRMU2xheJYc0Zyj7O4zT2O8ZCd9a9D60z3Soz616H1pnulR3JHDjGQH4PcKJNaFmQVEIICryCnEhwz5xUPD2l3r92YJb6MbS7GOMhc/l9S71+7MZ/L6l3r92Y2mZzj7DVRXBCrpd7pVzYB2J2EsW9kxTFuG7euApuqU4mAtdZxlniO3mhbm6RLOWolV8qyfilOG2A5gZ5bzEs3SHQKDEzWulPm15FnDjH0RjzRlm1J9DJSWsFruNsdwoKGw7NmOe/CCEJMjSHZ6VODNfK8UTC+WZJL5bYv/AFi0nrL92Y5b6Muv0M8ZCudI9J60z3aoKWJwilVQWZRUbhALpKc3bPojaZykn0wpGQlHS7QORem4FvNK2RuNLFD60z3SoG0ENtVPuIUtnuglssg+cDlW+PVHICuWBmopw3jDOAE/SpQKFxSprKBHmlZbcRlHsnhpQHEGbs2TGLKKnIfEuSXOOMZyj7O4Te0MiLVfG5q4BSgoEAlsvWAcOYil26FFIugXlXcVhvR27Va3JzwgBU8PqAKKlGY4YnUWxIyJSCyiN5EVZekezQRdM4MXDImDc+RxBYODm0c5xXkxwmh+jIT/AK1KK8E3prkP5pTYEDPfiI9OlOi9aZ7pUdyXs2hvjID8H+FUitv8SVHi7t68kp5Tsz58kxVXw7pgSHW4JHmzswglvoxtLsYowwufy9pd6/dmKUzSfQl0FUwvqnyatu4xrVdmKSfQfVbI1GHLJAdQTkUtnm4UCOYxEq3WzQ2qpTXw7JvZb+SYBSOHdAgugLTnlKUBiz4DD0R2RHM4e2ft47IjBEwAguSCAWPKOe+B5I7jIcKOq4xAUzO+0HIkYEYEYZxPCdR6TKEkIQZu0+aUwHSchzRc+sGl3r92YJK+juSXbGWMhZ+sKk9ZfuzGfWHSesv3ZjuLO5x9nBJMuNlIj2SjIDbv7yYt/R/RGJOZ3RHJFsVZXpJBUsEDIw0yGDAYlooUVMQwGAEF5Elo1fxQaRn0V8WEVbQs9Cs0628YGCiEExIZQhErbsdSqmKcyxFDIv04RQXLYsYelysIWbZp2U++GK06ZPkxxq4j5oZHk6n20fCYWlDE9MM2hseTqfbR8JhZnquhR3OeyL8WkeXn8EE6pSnDM7hn17ooVNYpWAwH42xAma+G04kxImVC3kbGRxJFcUTRZ+j4ZiJWjLrwFjiuzc/VEaStOIy3bP3RdCY2VlHJ10Y1emVpVWFFmY7j8jHSNFXJqPal+Co5ZWuDeGYxjqOiaY8ueRkTLPaFQ6M+S2J+vjNUcbmJ11+0rxMbhbRuU6y/aV4mJ6Ch4yaB6IzhHgpq5Fiiswr1t8H6Ow8MSYvUVGABhBaTJwhHGy5aVITrfsZTApLjbvaAsujY5x0KvluCITZkliekxsUm9iMy8oqVMxlSyAA6WPSFMe0MeuPFJjyoTt5yO5z4RNMhnHRNZ0PQ2MKrpleE2ANSNdftK+Iww6HxhVdMrwmwAqBrr9pXxGKsPRLn8Ay1qi6hhmrw2wHoZF4gnIdjxerlXph3DDs/fG0oAZQrJO2Nww0Ty5Qj2bLEboGEazYSVUCieLmBWQdj0HA/jmgwYC1+RieyKxxcOYGHRuinFLwSZ4eUECY8BjxUaiKCQB0w1jzB/H7oJ2XRuHxc4xUkymnEbx4vhBawFpCE72x6Y8+tntx6DFFQsC+yPZIcxdlTRcLRTpgxfZBNI0ty6YbXPXGlakJS4Ljdn2GMq1qCDc5WDOe4QLmVarmtm2Qydz3mBoO9FujqL6H6R2FvlAm3U6sXbJwRd3FXeSfnFe1kukiAlpHVeht0OjydT7aPhMKtp+bmdB8Ya9Dvmqj20fCYVbQ83M9lXgYth0zyMvaAVMPGL6EwIlTylRByOI7IKS1uInKTJaniZIiohTRXqq9aVBg6fxnHGpF2qmACIKWpvJeK0+dejKHAEc578Y40ytVgY6PoWW8idzKQOy/HN6gPHQ9CavJ1Q3TJfelUFF7MmtI5qRrK9pXiYLWIGBMDCNZXtK+IwwWFKBSAciG7YGXSG4u2MNAlwIKpl4QEsVeqH6OyDoXhAIqBdeWELyqS8hR3qLdw8YN2zNZJjWmo2koB3P24/OM48gWxNmy8WUWxLYekzDu8Ip1s+6lblglI9Ek48wi/wikMRsBVd7QQrxzihPs4XQl1MwSzguE5O4xhkURzXF0dN0MzLyKg7+KP/lgLUDXV7SviMG9Dku6mpG4yv1sBqka6vaV4mKcXRHn8CxNVrq9o+JiWmzMaWnTtNVz6w68+8GPaPA480TzVMpxO0gikNENQYsPhFCpXAIoB9YX6YjUgoKSM0xMA6x1nsiSpRhBimrCKVhQBGRDx4BFWyVvLb1SR8/nFsCLU7VnnSVOgVZyr81ajvbsDRtLXdnqbIl22O2bRXspPFS09Ea2bP4yas7lN3CPP8HtLVIdadWpFmjEVKXkwTpZeEckaQ1MkH9xaB8yjCcdvPjBeZKgZac26kxrOBtmVYMyYncQe3D5RNaG2FizKwpqSTkt0/onD5wy1K3DwuXQWN2N2h/zdT+cR8JhOtmY0tfOQO1Qhx0Q8mq/OI+EwiW7NyTzlXZgPHuirG/4Hm54/5Uv9wTPTrJgjJOEC+NciCkjkwpjDeWl41nUzxNLTG+EcjbBqqdorU69ciL1ZNwwgRTKPGE7Bn1nDwMbRtl2ojoOhLk1fty/hXHP6jKOgaEORV/nJfwqjo9mz6Od+kr2lfEYLcHKl8NqS33QGVNAUpz6SvExJZdUEz8DgoY9IjX0djdSHWyjioblK+IwbWcIX7Jm66/aftAMMBDpgKLl0L1sr1TBOfWBID4Bm7g0CbYyMT1y3HV8oGDqwciFa364LWR6rbXzVGi4iteWwWdpu9yhG6jDY72Q5P0dH0QZVPTK8JsBajlq9pXiYM6HsqnpleE2AlQddXtK8TFGMjz+ANbyWKFdKfmPnFWWrWHR84I25LeST6pB+XzgNTrxEKyrY7470F3wgbUqxi+k4QPqhCC0rIXrE7h4/7RrVVjCMlel1RXniDQphmy6a5LG9Wsek/uaLURUynQn2R4RIItXR5r2wEOQI3sKWHUd5eI6RV6X1RvY5YA85+IiPOR7khxpSyRBWnVhAALLJY7QGgtImsIYgS5MEA7aGqeiCqp0L3COq1CBmYGRqEcAqKLnKCgR24w5cY0tjm0CrGo/S7Is2rVBIbICFz70biVRtnQNDqnRVe2j4THPa+c85fNq9mJ7zD1oPmXpVUo7ZiOy6WjnMyb5SYftq+Iw9ahRHJqWSz1YD4RelnCBSJ7kwRQQQN4gQfJdRG12I0zBG/GYRoRRrsop0crySjtJJ/Ry8D2xvaNTmBGUivIDoPiYZj7F5XSR6k6uMdC0Iebq/ziPhVHOAdWOi6DfN1f5yX8KoCPY2XSOL1duHjF6o5Stv2jG1DbLzEarYs7/jbElnKSmdPv3mKlNdSDktT7cOmILbIWpJl38BjeADFxkxyEBu6rRT/jUbvfr/ALOkWLUa/SEnub5Q4y1OiOd2FUuUl3zT2EQ+UkzUgkNjuIGtiXqmPJodCfZHgIs1yHBiqV+TT0N2YfKFLtnTFi3ywPV8QinIqb6XYpzzzw29BzifhDMABHM/+IRSl1IujPIeENi9EORNyOwaJ1JVKmqAAUbl5t44wZdsLFQddftK+Iwa0LrdFVgWvSyH5wt27O+AdQrXX7SviMUYuiP5Hg0ny7ySk7QRCrJLHoMM1QkqQpILEpI7Q0LlUtZnKVMe8suzM2QYNgRuaOyrVmfHe6CkpWEValMSS14R5VZRGemUJCdU9J+UQVGEWZYZA58e3GKc7bBoSw5R+bR7I8InERyAyUjcB4RuDFy6PNfYU4L8HjTSE3mVMUNYjZsugkYfOF+3addPOUop8ks6p2gsHB63Mdjl8D2Dcaf0M/8AFEFfwDTOQpCpmBb+bByL7VdPbA3DjRZcrs5TS1wIDF4JyqyGGboVQ7oqVJG7igew3xBGg0USkcudMmdOqOxKsoS4R8Mcsr8oVRPJwGZgJbchaVMpKgVYBwQG25x2Kn4ISkckIH92H7XeK9ocBZU4uo62wtiOjFox41Xewll3taOTgiWjnaFe1q6+q7sfW+Qjr9ZohKwWq7v9w/6yBidAY/6w+4/iwhQdjMmVNUi3oO81VfnJfwGOXTpjBR3knvMd34CcCP8AlqJqeO43jFJV5u5dughuUp84VKnQdfw+lkD8x/Fh1WTLRyGmnqxUMQ5cbcCztm3PBGntRLYlo6BP/wCH0qmBYr1JI3U/O5xE2JvqGJONaD/+VvCdBtRYpckIqLVRvj1dqobM9kPatBGGFYx56d+7joiVoFWf6e3RSDxM54zjELlM5vVV4ukt1ktsJ+UTWbUvIOL7RswVs7Xh2mf8OF4ubQJPPTP+ugnQ6CRKQUCsJB28Rzv/AFsZVdGvfZz1Z1Y6ToNHkqo75iPhUI2XoWcN9L/yP4kM/AbgV/y5ExHG8bxigp7lxmvbLxfPugIRkux05RfRwWfwZqFKVq5qUcVpblHLGJafgrOGaQ/tpjqP1RTSok1wIJJYUzHE5XuOi59VX9pPuv4kasUbv/39EjwxuzmFAkyphSWBSsAtlikDZztD1JnNLi3I0OABV6qKr2Z4kA9OC88AYJ02jpaUgGpvNt4ln6uMgeJ6ePLBKmLC52DQNXMukp2HLmMPx0e/l/8AK/1xWqdGN/8ApDf3X+uA4SCeaD8nG+E1Qyi+TAA85JinY96YuWgoITtUcmA2b3ZuuO1nRDIWGnKEzF3MtiGZmIX09sUKXQoEM1WWAIHkNhBAx4zn7ocoqtkUpPlaDGjaSE8eRgDxeHQJkJdSrXX7SviMdP4NcHPoiVAzOMKruN27yX+0d8BJujZ1E8fmSfNby/rw2DSJ80XLoR70B7YX5RPMPnHTfqz/ALR/lf64qT9EV9V41Oxm4nZ7yOnK1oDHjlGVs57ddo9XiGjoErRE39Kf+5/iRIdE4/6n/J/iRNwdnoc1Ry+WdVt2H3RTnGOqDQ5iT9Kz/IfxIhmaFH/pf+R/EgkmLbQoBUbAw9o0TsAPpOQ/qf4kbfVV/af8n/XFXJELxyFwaVK38j7tX7cRzNKNovq/R2O+UrD/ABwoWdMVOOoUFIOsQQW7NuUXVSiSyT1xA5Po9RQT2M1BpQr1LurEhuaWe3lwZXw8q2ccV7s/tQnUFIE4jlHb+6CqaYEYuTveCTddjOEfRaRpIr72PEt+bPVjficaR6zdL90r9qKEuiTsbui7KohtgLmY8cT36yqv8l7s/tRXq9KdWhBV5HD8md/txFbNnuklPKAcdWyFC1qkGWj7Ry9nEiGJy8iZRS6Ow6OuFc6uROM648tSUi4kpGKSTmS8Z/Kmf9j9E/fAHQhICZVUQTrLlqxLs6FdkR25WmTKUocpwkdJOfUHMNulYl7dIO1PDVcsOtUtPSkuegO5hZtbSzUJcykouJxJUglSh9kBWHNCprLN5RJJ2kueuMn0KlBOQTeBVvYFwAOkCJ3lbKo4a2xvotJFasXlcUkEcniiVD2tfOJ/rCrDlxXXLP7UAKeU8EZVOIV9kvZR9UfQQTw+rNvE+7P7UWf5bVbZyvdn9qA0ykiKSvMRn2S9nfVD0MFj6QJ00rQrixMRmySxByI1uo9W+GOwbbmTppSu6wSTgGLukb+eOUlXEVSJnoqUEq6FapfmyPVHSeCyfLn2D8SIsxyuJBkjxlQor0nVgUR5HAkebOw+3Ho0m1n5H3Z/bhYmo1zvKiB2mL6bNAS5xhTkxihYTm6TK4OxpwNgMpRPcuJKHSVXLd+J90r9uACLPc4OIu09CkPv37Y5WGoIOT+H9akP5H3Z/bgSNKNot/MO5/mVM2z+cjziArPW6cYgmWcncBGuUl0c8cWSJ0p2mTlTtg3klPzv5SNxpXr3Y/R/dK6fX3NEEhsjAm2qQBQUkM5APyjozb7FyxpdHUdHXCyfWmo4+55My7t1JTyuMd3JfkiCarcmuRq5nYd/TCzohBer3PJbsmv8ouW1XcUgkcpSrqekvj1AEwxOo2xcv5SpBebwiWgOooSN5DfOBNbpAUMJYSftKBCeoO57oW5pvYklSjtOMeJo2x+UTyzN9FUfjpdl0aRKwPf4oB8FcWbpGxzewPThEVVpKrBgjilHaRKJSnpIXieYRqEBm7ejbA2ybNCZKUgYJcbvSJyz2wHOVXY364dUHqLSlOPnJSRzpB+FR+cGJXD4KHKSn2kKHe7QnzLOEV8EFlDCC+6SAfx4s6MnhHMIBBQQciA4PQXjz+UU37H6J++E3g5W3ZpleisFSOYjlAdIx/7TDEUxVCXJWRTjxdHEuCC2ksnC+tRPQ7fKHCTRYQv2HKDgJRccPdIZi+OA5xDnSoJDHd2wnyVx/KIU0wSQd0EJEq9n2bIpVCWIHP3DGL1Ok72AjTVZdUkBP464qzhdxcjw7ImAwzOO8Ajr2wCtutUlJCcTiM/Hf0xz60cEZVXfS/T3FoS+EFCy9XLWU3OWdhzwd4LT1qkC+zuT2kxpblObt5si2WB3jsjk/IMo2hu0MAiRPcNrobounfAbhmPIp/OD4Vwf0RTgqTPIyvpG7JJBgBw2U0lG7jQ/6K4ZL8Mmj+0BKVOGUeznCgOiJaKYGwj2bKc3ufwiCz06LVMgwUp0xRpso2pnlggrKnyfZHJhk9bVMIo2eq+gq+2odmHyj2oU8R2XNzTuU/bjGLs1ENpovJIh84B1XGXV7TKx6QpIV3gwkWklnhq0WTHSebjB/jQfnFWF7oj+VHSYiK88rmJ7yYtyp5mZHCKLvPmDn/HjENl1bTVyvUOexiH+8RouPQ0U9OCMonRTBJx2xHSOQ4J6maJyknPf/sYJGs1MsDLbhj+N0ecQ0eqTye/sMSLk3n3DYOjb1N2xrRyAtoS3I/GMCp0y9LU+w+DGCdpAJcZFnZ/lAyipVmWUnWKiSkAbDi0K/wCDWPeiKcCasDYqWP8Ayj5d8VeGsxlSxzrPekffFjQ6S1WCGIWgHpec8UOGx8tLH2Vd6/3Qyf4E41/kQKop7mD0kBsYVkLuKfaRlzjD7oO2VVX06wu9cRdHoosLnMcI8vueqN50qNZcvbzxtm0RTcIDWnNDGDlVMS2MKlXNJJCmz2bQ8Z2a9Fmln8WqWs5y1JJ6Mlf4SY6E0c6nnVVzvD7Z069Jlq3oSf8ACIrwPtEPyo00zlcipTLnBTYMxO4vg8N1DU3sRl+HhSp6W9LKizkHLLLD74NWLU6qdpbIYxzewoqlsNzpLxvSzbuBw5j2x4iZvBHZ8jF1CEkYgGOs0GKmBClEKJveidkCK1WBJ5z9/VByolpGAAHVAK1S7JHpEDqzPdGN+jH7IeCsooqkS5r8XMcjcSzs+zbHTLXs+UZV1SUhAYgZANzD8YxzauVdSFjOWoLHUce546ClaSiWUoKipmITeIBAJJJfcN0VfHitxZJlk9Mm0d04R9JSAwvpI3MUloVeGABRLScjMY/oqjonB+nCeMwxJS/UCI5nwvnuqWgZh1n4U/8AtAZNJhY9zQAspbYHZhBNM0PAWkmsVe0fGCEiZeLR5suz049B6llgx7PkAZRTp1ERbBJzgRhVnS2GMCKOq/8AkEbG8D/v2QUtBbCI6SzmolTvSMxKx7CCZfgpZh2OPKxM8nCja08UvDJomymdK/1ULExd5Bhp0VYBY3FfjLhuH9C/lflHPqWd5Sao+uvsvFopzKzy7joMW6lFy83P4mKFHQ6nGKzJBA5n/fBNiXob7FtBCUBKexi8GpZvY9f3dcKlm4N+O6GOmqdgx6Pvgkwq8lm5sMVqiqKHww3iLCph3d/7oqVE4NHXRgt21WhWsBiAQ+WHXDZwaRJEgMAFKSN6lHmfHDDohPtE31XTkS33wycBaoGWtLpBSWIJAIO3DNi0NwNXsRmsaNHslplUQkpCjLOIYu0x3GzZnC7w6Q0yUrffT3gjxMOHA1KQZ91aVkqSTdZg99hh19kLvDaRekXvUmA9RJQfiEdmWnRmJ1JNiRPU5TBKzlEHOA1oIKVII5N4eMFpGGMedI9RdjIiZhjGgWMYpyZ+EYJ7uIAM0tCS4MK1akhyHLEPzBw5PNB2tnnKKcm6mXUle2SUJ51zCAkDsfoBg8at0BkdIqTJjph+sNLU0kfk0+DxzybqywNp746VQoKZUtJGIQkHpCQDFWBbZL8t9HN1ruyupu6JbImXUjp/27ontex08SpRUSUsQ2CXCht2iI7NlYZAdo7TBTi1oGE1O2g5SzwdrdcXL3fAqilu5G85MYISkEbX7oWGeTEQBrPOh9xbpwg+tWb/AI6IE18h335/cPnGoGStUQnWDZvg294u2XwmqEoEvjATL1Sq6C7DIE4EDAO2LQBXaqQLqSQTgpRGW8J+/wDBmsoBlEZEkjqwhvL0xUI29o6ho+tOZOE8zFFV1SAMAG1TuEc7qZ3GVE4nYspHQnVHz7Yc9Esx01Xto+EwgUM3WmK3rWe1RgZu0hmNJZGU5Ydax9pXiYv0Mg49JgZSrdasdp8TBCQkoU6VFQPKCjt3jd0RHJbKovQapQYth4rU894spmQIywfaSCRFiyKy/STZKs5aFDpSUqKewuOoR7UpcQIpZ12ZNHrSZg7GIh+F0yfPHlEnkjU6oY9EszytQndj23QfCFxC2QYYtEo8tPO8N2FH3wWH9GfJ/Am2osALJ3q8TEd7yQH2Ujwj21KJcwlKEkutjua9jG02lUFJSoNtGIOWAyh1aJ5O5JFmUWD80GpE0JAGwDt6YE0rHE5HZBSQnDJv+4wAwn+lJJ2d0VKua4w3xIEOS2OzAvFaoltm47IxnAyajWT07cst8Ups0JmpuDVUTeV66g2PMkYsOk9FutGBH45vn2RBWUSrqVqBF1QYbwcOzGCgLl+kdL0XH/7H91+sia1aQTpc2WfTCh0HYeotFfRZlUf3X6yLqzrHpPjDl0Kyfo5giaVC4oaySx3uCx8IKy5WET8KLOTLniaG8oDeHOltbrcRWkVO+PPyxp0ehinySZdly8GiEIN5XUe790eiYdjPv2RCEqQSeMvvmCAB1NlC0h9kc8GA9cnWSdg8fw/bBOfUYmKRlmYpKA15RCQTkCS0FBbAk62WuDNmmfUBauRKYncVZpT24noh+vRSs2gTIlhCMhmdqjtJ54s3o9LHDiqPLy5OcrF+3qM8QtID6pbn29sL1iVQKcYeSpwdoOB5ubohXtDgXMM0rp1JSlZdSVOLpzJSwyJ2c/YeWDltAYcihpk0pIvEpwdsBgMNrCLJnv8AI7oioeCFQlWtORc5kqJ6gfvhmo7IloYkXlbzj3ZCFrDJjpfIgugLJpVzCCElmzOAfDac9sZOsFbYqAfc52bIaB0Bt/hA22atUtJKUFZYkDFsMshh+Mob9UYrYn7pSdIXjwPlFOKMcnvKHXnvxgFNlCTKO5Ltzh8D2QStThLNKAAm4XJZyCcwCFYMOiBNtcKRUShTlCStJCiv0rozBLtjlz5wmfDx/Q/GpwVy/sfdDSfIzyc1LQo9aS3c0c6XOEuUSd5MdJ0QKeVUP66PhMcvtW1L0yWn6LcHrKW6XDnEAAHFoyUbo7HPjbKVBUAl83J6juPO8FaaqZTHIwmCsUZ6il0FziGyBITeScFFmx/3gnKtWaclSjscoUMs8lM8Jnj2Ox5tbHmnn7otS57nOEBNpTlS1TBN1UqSk3JWs6rzMFO41TjFZFVMm/8AUTOlVwdxbujFgbNfyY+EdDratIGstKRzqA8YBSKtK5i+LUFBMtd4pIIDi6A451CEie95riEnovnt2wx2StQKABhMlhChkSUrclhlyRuzhixcdi3nc9UM05bSob9FMtg/rpWvtWkDuAhEtVRuXRnl1mOkcA5dybcHoym7CgRmBdsP5T6QBRIZRAGbnoDkFufI9cDLeoFJUlYBKQGJ3ZMT3js3wWVNZbj0T2gnH5QZkkKTsIOe3Axe4XGjzFOpWc7palvDrcj5QappgIYwTrOCkleKAZSju5PO6D8mgTU8HqmXyAmYNjKY9YV95iWWKSK45ossCUgF0gAtsw7d8UaleOG3BvuH3RLS8G6tWKlIS+wqLjpZJEMdm2KmUQXvr9YjLmSNnjGxxNnSzxSAtDwavC9OBxbUdtnpHryi5UykSgQpggjI9btBKtpb6k66kkZsWcXgr/174E29ZKCormTFAMrawDgZDqy54dx4rSJlPm/5MYNF9RLUmeEJUkji7wJcZTGIPbsETTFax6T4xS0TUSUCpKSTeMvEjYOMu9xieYvWV0nxhcbrY3JV6FHh7aSZcySFPilWIDs5GwY7Pw0A6W1Ja+StCuhQfszjTSLTGpqRLSoAoSkd17Zjt7oWDSTESJomsuYFoSi+y2GsVEE45ADrheTCpOxmLO4Kh6TU4ZHviH6QpySGELfAekM6ukSZl5MtaiFhEyYhwEqVgAcMo6Rwh4IUSJhl8VUlkhV41M24ccWckFhm+8Qn6K8lMfkX4Ei0bblpLFTn1RiesbOuBtPwgWmfLUwQEqBunFRHOPRH4ePKqhAnVMqUm6gIPFHC84UhXLH2bwcNg8R2fwcRLAXMUSrNgGD7i+JPZDYYFHZPkzylo7Ilb4x68DbHqr8iUregdwb5RcvxQThGRTJbkp7BFr6OnDVTnuEZGQaFk3EJ1dUZ7hEq5KfVHYIyMjTD1EpLZDsEaGQl+SOwRkZGBIAcJaKWbroQeVmkHdzQqWXZEkJJEmU5OJ4tP3RkZCX2O/0o6BwCpkoRNupSl1JdgBsO6FWrsuSSl5Us5+gnd0RkZGPtBR/LA8+xKfHyEnAt5pH3RBT2NIuq8jK9L+bRuPNHkZHT7Bh0WqSx5HETBxMpryC3FpbC82DRlLY0h/Myvdo+6MjIJGMsybGkAKaTKz/q0fdG0mypIWhpUsaxylpHonmj2Mgp9MGHaCc+zpTjycvNPoJ3jmhp4P06UzSQlIN05AD0kxkZCcfRRm7QGp6NHqJyPojeYv0VKgZJSMB6IjIyKSRltdOljqpy3CPEU6W5KewR5GRph6ZCfVHYI9TTpx1U9gjIyOMNJdOluSnsEVbSo0FOKElnIdILFmcbo9jI44v8FZCU8ZdSE8nIAetuiBdOlzqpzOwb49jIUPEvhHZckzlKMqWS+ZQknIbWjFWVJKUvKlnVGctPNzRkZBeELLNiWfKTPllMtCSCWIQkEaqsiBDTbMoKBvAHVGYB2c8ZGRkvAyHTE2ZZcm+/FS3fO4l/CIJ1kyb3mZef9Wnf0RkZBIX5GmzKNAlJAQkDH0R6xi19FR6qf0RGRkAMP//Z&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSEBQSEhQUFBQVEBAUFBQUEBQUDxQUFBUVFRQUFBQXHCYeFxkjGRQUHy8gIycpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PFykcHBwpLCkpKSkpKSkpKSwpLCkpKSkpKSksKSkpKSkpKSkpLCkpKSkpLCkpKSkpKSkpKSwpLP/AABEIALEBHAMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAABQQGAgMHAQj/xABQEAACAQIBBgYMCAsHBQAAAAAAAQIDBBEFBiExQVEHEjJxkbETFSIjYXJzgaGywdEUJCVSdJKzwjNCU1RjgoOT0uHwQ0RilKLT8RY0ZISj/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAEDAgQF/8QAIxEBAQACAgEEAwEBAAAAAAAAAAECEQMxIRIyQVEEEyJhgf/aAAwDAQACEQMRAD8A7iB5xjxzQBkBh2VGLrIA2gaXcIxd5HeASAIjv47zB5SiATgxF7ymjF5T8AAxxDEVvKT3GLygwBrKQru7t8bBPQaql9LAi0qjli3vYBI+FS3h8KlvK1nlnhHJ1KnUnTlUVSo4JRkotYRcsdKe4qi4caH5rW/eU/camGV8yM3KR1H4XLeHwuW85iuG+3/N6/1qb9pmuG61/IXH/wAv4x/ry+h6p9umfDJbw+GyObLhttNtG5+rS/3DJcNdltp3K/Z0/wDcD0ZfQ9UdI+GyD4dI5/a8L9pUlxYU7qT3KjB9PfNA9o520ZLk1VzwXskYy/ntqeelk+HSD4fIr3/VdH/H9T+ZuhnDRe2X1GZ9U+z1TzthI97YSE3bulvf1WHbql85/Vl7h7g0c9sX/TDti/6ZX7jOi3gsZ1MFp/EnsWL1IWLhNyc/7yv3Vb+A1Jvor47XTti93pDtk9xTlwkZO/OofUq/wGa4RMn/AJ1T6JrriP036L1T7W/tk93pDtk9xU1n/k/87o/Wa9hvtM8LOrONOnc0Zzk8IxjPGUnuSF6b9DcWbtl4CXb3PGExIyPPHpYjOUeniPQBG7uW8xdxLec5q8NNsuTQry5+xx+8zQuGNz/BWVSX7b+GmxbDpnZXvZjxnvfSUSyz7uZ6ZW1KmtidSc5+hJIm/wDVNZ7Ka/Vl7ZEbz4S6VnDlVtAqM84a/wA5LmhH2kGvlu4f9rJcyiupGL+VjPitTgyXw9wOYXOUrjHTWq/vJLqZio1JLFzm+ecn1sU/Kl+D/Rft0+U0tbS53ganeQWucPrx95RY2fGgmZ0bfAp+350X6f8AVnvc7bSi+LVuKUZYJ4OWMsH4FiLqvCXk+P8AeMfFpVX9w5/ntm9Ob7PTxk4wSnHbxVi+Mt+GOlFGwLY31RHOemu11+FqxWp1pc1DD1mh9mvlyF3b9mpqSi6lSOE0lLGOCehNnzs0dv4JV8mQ8tcesarJNw4v4tbL/wAifop/zOPI69w5PvFqv01b1I+85HCDehaXj5zq4vahn7nmBso20pvCMZS8WLb9BYsl5lTqJOo+IvmrTLz7EXLJWSVbx4sI6Nu9ve3tJ5/kY49eW8eG3vw5pb5DrTeEacv1lxV/qLJkvMDHB1pfqx1eeXuLxgmtMV0GEaENia5mznz588uvC2PFjGrJ+R6dKKjCKivAv6xGKpIwhZy/Fl0+829imtifMc+lWELTSSadtgald4a015jbC9iOaK7ZTpmjYSXXi9pHisW0MlXzonhSqS3U5Jc7WBzTA6xnXYcak4LRxoy6dhyupScW4tYNNprc0dn4vVc3P3GvAMDLAMDsczEsPB8vlS08svRGTK/gWPg6Xypa+Vl9nMWXVax7fQaN2RdXnZpN+RNR57sOkeniPQD5qzezYUcJ1knLZF6Yx59jZb6FvFJLBYbksER7aJPSPJ9Vzu69LHGYTUeu3iYqibIwJFKia1s9oc6eG01PnQyuKGgWVKJjKaOPFQ424k0bVoxt6TQxpmsePfkrRbxw0GuusGSITPalLEr5k1GUGb2lQy7mnTqScqT7HN648Vum3vwXJ83QXuNIwlaJ7CmPq+GMsZe3H7zNyvT103Jb4d0uhafQdf4K4YZMp+UuPtJL2ES9WGzYWXNlfFoeNU9eRfDktuq5s+OY+YofDnLvdp5S49WmVfMnIaa7NNYt8jwLfzstHDbTcvgUFrlUrrp7EjLI9uoQjFakkujQW5M9YTGfKOGO8rfo4tbREp2ujUeW5MhIjIpagOzB2hPkjxRDQ2gqk0bOyvUSZwMFTEe2unQx1mbs1uN0UesfgbtR1ardoIFWDhPwDRyI9eGOkLBtEvqCqxw27Cm5WzV7K+NhhL5y16N62l6pR0EC5XFljsYY243cLKSuWZUzfqUFxnhKOOHGWzHVitgswOtTso1YyhJJ6MMHqa2FDzjzadv3ccXTbw064vc968J3cPN6vGXbk5OPXmEGBZeDePyrbePU+yqFcLPwaR+Vbfnq/Y1C+ftqWPcd7N+RNRoJGROSee7TlHp4j0A4RZ3QzhU1FctZje3qnmYR6OzqkyTSFtCqTIVShdt1xLQQXEznWxMYshl23I2U44G1SPKcTOVM3CZQRISI0CVTKyM1iYNG2WsMDRVCu6PGQ+zeXxaH6/ryFFWOgd5GXeIfresyvH2jy9Kbwl2/HuLLdFXUvP3lLr9BhZQ0IZ59QxqUPFrdcCDaR0Dyu8kp4idTJEGR1I2RkajKVFmaI8ZmamLZyM3rA8xM4oQeYA4mcngsTyaGGC0mirA2p6TGow2GinE03FLQSafKwPLgBSKfcSUtz08xozoUXa1cdXY5PzpYp9OAyr0sUVnOy54to47W1D0+5Bh5ykLLrbn7LTwYL5Uoc1f7GoVdlr4LF8qUfEuPspnrZ+2uDDuO6sk5F5KIstRLyLyUec7TdHp4j0A+d7eIzt2LrcnUGeZi9Ayos39nwIVOoR7q8wfP7Ayum8YY9lxZvpMT0rgY0KxGXbZlBm9EOnVJFOZWVnTcom2CNcTbFFpWKwqnsTG4lg0eRka+WRU1DnJH4GHM/WYlqah3kpd5h4vtZXj7R5elbz4ffaHi1OuJBtnoJmfD79R8SfrL3C6jLQO+5H4T1IyjUNCkYzqYDKJErnAzo3OJW8o5VSko46ZPD3jCxudCJb3VZD6LN8SDbVcSfArGKykYMzcTWx6JjgapG2ISQqaLTfdGdU1Y92jdVEEGptKNn7io01sc5PzpYLrL3MpXCDyKe/sj9V4+wrw++J8vtqkFt4KV8p0/JV/Ua9pUi48Ey+U4+Qr9S956XJ7a4sPdHbZanzMl5F5KIk9T5mTcjclHnO01R6eI9APne3kTIMX28ifSWJ5mL0G91NBX7jKGNVrZHufPrfs6BnlW47FSlLdFvz7CoW9bbjpel87FnPCmK0W94Nbe5KnbVmOrSeohvTXaxUK2IxoTEVrMbWszeNGjODN8SPQJSR0xOtN0tBopM33K7kgUq+nA3WYlzloHuTPwMPF9rK5UmWPJn4Gn4iK8XaHNPCq58y7/AEvJS9cW0Zk/Pv8A7il5F+vIVUJjvacngxonl0tB5QmY3lTuWKidueZUqzd6+Li1BJaNWnS+tFisruUWuMmgyZaaZz1uUm9W/UujAYugmsDGlDOyu9A4tq+JWLaOA7tZaDeNTsN0zzioW3uUexwxXMJMn5wydZJt4N4afYbuWhMLZtauIeSjsNmKa6DCTBgvrLCa5yTKGgj3XKXOSYyxQtGV3DwZQM+rzjVIQ+apN87ww9CL/fz1nK847hSuJ4bJNY7/APgt+PP7T5r/ACWMufBGvlL/ANev9wpZduCBfKL+jVvWpnocntrjw90dnqcl8z6ifkfkoX1uS/FfUMMkLuUec7TRHoIAD5woMa2oooMZ2tQ8yV6JXnpUwoYb5RXp/kVWz0lizyqY0l48RDk2I8va1Ozq1Q0oSFNCROp1jnsa2Zq7w5xnk25bZU6t13Q0yXWlxsW9AY4+VJ0vtJrDnRsdRYCi3vO5RuldHdNac9hjxtH9ecVXMFxsV5yZSniiFxHiFvgSNVa5wLjkh429J/oodRRso0Wotou2Qnja0H+gpeqivEhz9RWc9o414eCl96QkgsB3nnL4xHyMfWmJE9IZdp49JtJkHLN5xKcn4MFzvQiUp6Cm57ZV4rpQ3zcnzR1elroGX+rBkt9wuYm0tYoyRWxgsNw1pvSTqic6G42UZYGVtqMp0tpqMNV7bOpHDF7+g0ZPyDhNSlxdD2LS34RhTniSITND1WTSbHQsEYuRoVY8lizbGmq5lpxMqdXucfAY1Keh8xhSl3tc2AjJsv33Epzn82En6NByqU8W29beLOh54zwt6nhUV0yRzrE7fxZ4tcv5F8yPcS88Dq+Pz+i1PXpFFbL5wNL49U+iT+0pHRy+yoYe6Ow1uS/FfUMsk8lC2vyZczGWSuSjznaZoDxHoB800xna6ReoDOyR5WPb0lfzueEF469r9gsybHQOM96eEKflPusVZOWg1nNYnj2lPFGca5mkap2r2EpTr3i4sdZPklgJKdOSGVpSe0pC2sdG5JdGpixPQQwoyNXI5D63ngjVOWEjXaz0GyprKfDKPlFdxLmZbMgr4rQ+j0fUiVO85LLfkiGFvRW6jSXRCJfic/P1FRz2l8Zj5GHrTE0JDTPefxteRp9cxRSYXtidJDnoOY563XGumvmRivO+6fWjo9xUwickytW49apPfOXRjgvQinHN1Lkvhds1r3GmuYtdGSkc9zMuNcdz6y+0NjI5TV0rLubMrWq09OoaRaaFUWTbaoOEkdjRthAwT3GSxNEzUTM1pnuJomm9n3LwIlvPva85neT0YI1x0RSFewqme8u8PxodZQS/Z76aEvBKHrFAO/8AF9n/AFyc/uel/wCBhfHK30V/a0zn50LgWXxuv9GX2kPcX5fZUuP3R12vyXzMZ5LXcoV3HJfMNclruUec7DEAAA+cIIZWetCygxpabDy8O3p0nz8/B0vDUkv9LYkyZqG/CH+CpPdVfqv3CTJc8UW5cf52nhl/dhqjfRRoizbGRxrJlOgmSqdAiUKxOozQ9m2U1gTKDI9OJJpQNwjS1N1Uj2zNtSeovOmK1XK0F0sfwVPydP1UUTKtxxaU5boSfQi9ZOXeaXkqXqI6OJzc/wAKFnzL47+xp/eFNOpoGGfdT49JfoqXUxLGqt4X3Mzpjlm74lKct0ZP0HL5F0ztvcKLjjymlr2a31FKbOjinjbn5L5Ns1a+FbDel6P+TpdpLFHJsk1uLWg/8WHSdPsKmp7yHJP6V4+jyhMlRkQqUtpIiYhp9Kob4yF8Ub6c8DWwkuRjKqa1VxPHMew11t5qlLQFeoaZzwiIiPLdLskJQ/wvp2HOWsHgzpNWWPG85QMr0eLWmvDj06Ts/Ey1bij+Rj4lRDo3AovjNz9Hh9oc4Ok8CS7/AHPkaXrv3HXy+yuXj90dXuOS+YbZM5KFNxyX/W0b5M5KPPdieAAAfNVtMcWr1CK2Y5tJnmYPTpPwhPvFPyv3JFayNV2biyZ9xcqNNRTk+y7E2+TLdziHIeRLhyeFCu1hsoVMNe/inXlN8bk9WuU4pyN0UTbfNS7eq3q+em4+tgMaOZF4/wCxa56lNfeOD0ZXqOu54z5J4ok0qmA6o8H13tVNc9VexMnUuDuvtqUl55v7qHOHO/DP7cPsjo1idRqjmjwdy/Grx81NvrkifRzGitdWT5oJe1lceHP6ZvNh9k9FmycyxUs1aa/Gm/PFew3RzcorZJ8837C84sk/3YqLlyDlQnFa3B+jSdHsl3qn5OHqoX18h0Un3tatrk+tjWK0LmRbDD0o8mfqYzoxeuMXzxTZg7Kn8yH1I+43AUSRKuSKEuVRoy8ajTfWjS83LV/3a3/y1L+EYgAK3mrZ/mtt/lqX8JvWRKC1UaX7qHuJoAERZIo/kqf1I+4O1NH8nD6qJYC0ETtTR/Jx6A7VUvmL0+8lgGoETtTS+Yul+887T0vmLpl7yYAah7QJZBovXD/VL3mEs3aD/Ef15+8ZAGoRK8z7b5kv3k/eLrvgxsasuNKFTHDDRWmi1gOePMF8+Kpj4I7D5tb9/L3DbNzMy3sZTlQ7JjUjGMuPU4ywi21ho0a2PQN3PK91mYyfDXc8l+brQ4ybyUJrnkvzdaHOTuSjDScAAAUulm3ax5NvRX7KL60TKdnTjyYQXNCK6kbgFqHuiOjVo5j1s8AZAAAAAAAAAAAAAAAj3WpkhEe51EhAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGq55PnXWh1k/krmEtzyfPHrQ7yfyVzAEwAAAroAAAAAAAAAAAAAAAAAAAAAR7nUSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA1XPJ88esd5P5KAACYAAAf/Z&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSjigwyMAoXzWTujANiKwLwhXWMr7s4VDRcAxgzigdBFF4SArMlVQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSjigwyMAoXzWTujANiKwLwhXWMr7s4VDRcAxgzigdBFF4SArMlVQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQZDgOE3hLok0HFmhIY3bdaAvphCcOdd577bzEt1TUZo1WnQI7z-2lugHCQvA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQZDgOE3hLok0HFmhIY3bdaAvphCcOdd577bzEt1TUZo1WnQI7z-2lugHCQvA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQud_jnvhmm1xQezdPT6wg8H1eC6BOmNGN_9-0Uarp0MNzALswvL6IDSTNS&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQud_jnvhmm1xQezdPT6wg8H1eC6BOmNGN_9-0Uarp0MNzALswvL6IDSTNS&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS-iq3ggx-cL5w60oSSOJY8AQwjWRRj8j5uGX05Dv0MbET_wnJA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS-iq3ggx-cL5w60oSSOJY8AQwjWRRj8j5uGX05Dv0MbET_wnJA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRCPocHHcdKceXrSgJE0j00rNZ9AVd4D2noGo1fFMxF4fU_SmZI&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRCPocHHcdKceXrSgJE0j00rNZ9AVd4D2noGo1fFMxF4fU_SmZI&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSJX-Mb1Rc9rZa3Lg4XWHxWvSuLdaNPSGI_Ht1ve1C1NL8a8fpbJXQvx_U&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSJX-Mb1Rc9rZa3Lg4XWHxWvSuLdaNPSGI_Ht1ve1C1NL8a8fpbJXQvx_U&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRye5gzvldcjIRenQU4qSy6OziYSZCuZnCODoNd5pUTgejIV1EG&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRye5gzvldcjIRenQU4qSy6OziYSZCuZnCODoNd5pUTgejIV1EG&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR3YDOGcnLU31reMjf9BIN_Q_OowVt20BkEo6o5wmkUXu5uEwS6&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR3YDOGcnLU31reMjf9BIN_Q_OowVt20BkEo6o5wmkUXu5uEwS6&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQbxr6kWKSU7Wbw-zjxFOLtY2W7m0VXmdR6iYUJ-VMHGUFSbrXomdO0Gtrq&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQbxr6kWKSU7Wbw-zjxFOLtY2W7m0VXmdR6iYUJ-VMHGUFSbrXomdO0Gtrq&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRye5gzvldcjIRenQU4qSy6OziYSZCuZnCODoNd5pUTgejIV1EG&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRye5gzvldcjIRenQU4qSy6OziYSZCuZnCODoNd5pUTgejIV1EG&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSFwZAT4IsqbJrOsO4PRx9QvuEDDCMu35gU0vAD6DtS7uvku-ux&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSFwZAT4IsqbJrOsO4PRx9QvuEDDCMu35gU0vAD6DtS7uvku-ux&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSDNWnqGzhcnVSPc4LUBMQohAYh7gs9eCHLjn_M0ix3dZi3_Z6IjT4MwQ9rsw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSDNWnqGzhcnVSPc4LUBMQohAYh7gs9eCHLjn_M0ix3dZi3_Z6IjT4MwQ9rsw&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/958458137005625098/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/male-breast-reduction-or-gynecomastia.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/958458137005625098'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/958458137005625098'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/male-breast-reduction-or-gynecomastia.html' title='Male Breast Reduction or Gynecomastia Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-5767328231023759208</id><published>2011-03-22T14:08:00.000-07:00</published><updated>2011-03-22T14:08:59.480-07:00</updated><title type='text'>Breast Removal Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;In medicine, &lt;b&gt;mastectomy&lt;/b&gt; is the medical term for the surgical removal of one or both breasts, partially or completely. Mastectomy is usually done to treat breast cancer; in some cases, women and some men believed to be at high risk of breast cancer have the operation prophylactically,  that is, to prevent cancer rather than treat it. It is also the medical  procedure carried out to remove breast cancer tissue in males.  Alternatively, certain patients can choose to have a wide local excision, also known as a lumpectomy, an operation in which a small volume of breast tissue containing the tumor  and some surrounding healthy tissue is removed to conserve the breast.  Both mastectomy and lumpectomy are what are referred to as &quot;local  therapies&quot; for breast cancer, targeting the area of the tumor, as  opposed to systemic therapies such as chemotherapy, hormonal therapy, or immunotherapy.&lt;br /&gt;
Traditionally, in the case of breast cancer, the whole breast was  removed. Currently the decision to do the mastectomy is based on various  factors including breast size, number of lesions, biologic  aggressiveness of a breast cancer, the availability of adjuvant  radiation, and the willingness of the patient to accept higher rates of  tumor recurrences after lumpectomy and radiation. Outcome studies  comparing mastectomy to lumpectomy with radiation have suggested that  routine radical mastectomy surgeries will not always prevent later  distant secondary tumors arising from micro-metastases prior to  discovery, diagnosis, and operation.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Rates&quot;&gt;Rates&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Mastectomy rates vary tremendously worldwide, as was documented by the 2004 &#39;Intergroup &lt;/span&gt;Exemestane&lt;span style=&quot;font-weight: normal;&quot;&gt; Study&#39;,&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;  an analysis of surgical techniques used in an international trial of  adjuvant treatment among 4,700 women with early breast cancer in 37  countries. The mastectomy rate was highest in central and eastern Europe  at 77%. The USA had the second highest rate of mastectomy with 56%,  western and northern Europe averaged 46%, southern Europe 42% and  Australia and New Zealand 34%.&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Rates&quot;&gt; &lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Mastectomy_indications&quot;&gt;Mastectomy indications&lt;/span&gt;&lt;/h2&gt;Despite the increased ability to offer breast-conservation techniques  to patients with breast cancer, there exist certain groups who may be  better served by traditional mastectomy procedures including:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;women who have already had radiation therapy to the affected breast&lt;/li&gt;
&lt;li&gt;women with 2 or more areas of cancer in the same breast that are too  far apart to be removed through 1 surgical incision, while keeping the  appearance of the breast satisfactory&lt;/li&gt;
&lt;li&gt;women whose initial lumpectomy along with (one or more) re-excisions has not completely removed the cancer&lt;/li&gt;
&lt;li&gt;women with certain serious connective tissue diseases such as  scleroderma, which make them especially sensitive to the side effects of  radiation therapy&lt;/li&gt;
&lt;li&gt;pregnant women who would require radiation while still pregnant (risking harm to the fetus)&lt;/li&gt;
&lt;li&gt;women with a tumor larger than 5&amp;nbsp;cm (2&amp;nbsp;inches) that doesn&#39;t shrink very much with neoadjuvant chemotherapy&lt;/li&gt;
&lt;li&gt;women with a cancer that is large relative to her breast size&lt;/li&gt;
&lt;li&gt;Women who have tested positive for a deleterious mutation on the  BRCA1 or BRCA2 gene and opt for prophylactic removal of the breasts&lt;/li&gt;
&lt;li&gt;male breast cancer patients&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Types_of_mastectomy&quot;&gt;Types of mastectomy&lt;/span&gt;&lt;/h2&gt;There are a variety of types of mastectomy in use, and the type that a  patient decides to undergo (or whether he or she will decide instead to  have a lumpectomy) depends on factors such as size, location, and  behavior of the tumor (if there is one), whether or not the surgery is  prophylactic, and whether or not the patient intends to undergo  reconstructive surgery.&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Simple mastectomy (or &quot;total mastectomy&quot;): In this procedure, the  entire breast tissue is removed, but axillary contents are undisturbed.  Sometimes the &quot;sentinel lymph node&quot;--that is, the first axillary lymph node that the metastasizing cancer cells  would be expected to drain into—is removed. This surgery is sometimes  done bilaterally (on both breasts) on patients who wish to undergo  mastectomy as a cancer-preventative measure. Patients who undergo simple  mastectomy can usually leave the hospital after a brief stay.  Frequently, a drainage tube is inserted during surgery in their chest  and attached to a small suction device to remove subcutaneous fluid.  These are usually removed several days after surgery as drainage  decrease to less than 20-30 ml per day.&lt;/li&gt;
&lt;li&gt;Modified radical mastectomy:  The entire breast tissue is removed along with the axillary contents  (fatty tissue and lymph nodes). In contrast to a radical mastectomy, the  pectoral muscles are spared.&lt;/li&gt;
&lt;li&gt;Radical mastectomy (or &quot;Halsted mastectomy&quot;): First performed in  1882, this procedure involves removing the entire breast, the axillary  lymph nodes, and the pectoralis major and minor muscles behind the  breast. This procedure is more disfiguring than a modified radical  mastectomy and provides no survival benefit for most tumors. This  operation is now reserved for tumors involving the pectoralis major  muscle or recurrent breast cancer involving the chest wall.&lt;/li&gt;
&lt;li&gt;Skin-sparing mastectomy: In this surgery, the breast tissue is removed through a conservative incision made around the areola (the dark part surrounding the nipple). The increased amount of skin  preserved as compared to traditional mastecomy resections serves to  facilitate breast reconstruction procedures. Patients with cancers that  involve the skin, such as inflammatory cancer, are not candidates for  skin-sparing mastectomy.&lt;/li&gt;
&lt;li&gt;Nipple-sparing/subcutaneous  mastectomy: Breast tissue is removed, but the nipple-areola complex is  preserved. This procedure was historically done only prophylactically or  with mastecomy for benign disease over fear of increased cancer  development in retained areolar ductal tissue. Recent series suggest  that it may be an oncologically sound procedure for tumors not in the  subareolar position.&lt;/li&gt;
&lt;/ul&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;History&quot;&gt;History&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Mastectomy for breast cancer was performed at least as early as 548 A.D., when it was proposed by the court physician &lt;/span&gt;Aetios of Amida&lt;span style=&quot;font-weight: normal;&quot;&gt; to &lt;/span&gt;Theodora&lt;span style=&quot;font-weight: normal;&quot;&gt;. She declined the surgery, and died a few months later.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 class=&quot;headingUnderline&quot;&gt;What are the risks?&lt;/h2&gt;Mastectomy is commonly performed and generally safe. However, in  order to make an informed decision and give your consent, you need to be  aware of the possible side-effects and the risk of complications of  this procedure.&lt;br /&gt;
&lt;h3&gt;Side-effects&lt;/h3&gt;These are the unwanted, but mostly temporary effects of a successful  treatment, for example feeling sick as a result of the general  anaesthetic.&lt;br /&gt;
Side-effects of a mastectomy include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;soreness, swelling, bruising and tightness in your breast area and in your arm and shoulder&lt;/span&gt; &lt;/li&gt;
&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;scarring - you will have a permanent scar, this usually fades over time&lt;/span&gt; &lt;/li&gt;
&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;numbness and tingling in your upper arm&lt;/span&gt; &lt;/li&gt;
&lt;/ul&gt;&lt;h3&gt;Complications&lt;/h3&gt;This is when problems occur during or after the operation. Most  women aren&#39;t affected. The possible complications of any operation  include an unexpected reaction to the anaesthetic, excessive bleeding or  developing a blood clot, usually in a vein in the leg (deep vein  thrombosis, DVT).&lt;br /&gt;
Complications of mastectomy are uncommon, but can include:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;infection - antibiotics may be needed&lt;/span&gt; &lt;/li&gt;
&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;build up of fluid around the healing wound (seroma) - this may require further surgery&lt;/span&gt; &lt;/li&gt;
&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;change in sensation in the operated area - this can be permanent&lt;/span&gt; &lt;/li&gt;
&lt;li&gt; &lt;span class=&quot;bulleted&quot;&gt;unusual red or raised scars (keloids) - these can take years to improve&lt;/span&gt; &lt;/li&gt;
&lt;/ul&gt;If you have lymph nodes removed from under your arm in the same  procedure, there is a risk of having a build up of fluid in your arm  (lymphoedema). This causes swelling, pain and tenderness in your arm and  hand and may require further treatment.&lt;br /&gt;
The exact risks are specific to you and will differ for every  person, so we have not included statistics here. Ask your surgeon to  explain how these risks apply to you.&lt;br /&gt;
&lt;h2 class=&quot;headingUnderline&quot;&gt;What happens during mastectomy&amp;nbsp;&lt;/h2&gt;Depending on the type of mastectomy you have, your operation may take up to two hours.&lt;br /&gt;
The technique your surgeon will use will depend on the type of mastectomy you are having.&lt;br /&gt;
In a simple mastectomy, a diagonal or horizontal cut is made across the breast, and the breast tissue is removed.&lt;br /&gt;
Your surgeon may do a sentinel lymph node biopsy and remove lymph nodes from under your armpit through the same cut.&lt;br /&gt;
A breast reconstruction may be done at the same time as the mastectomy or at a later date, or not at all.&lt;br /&gt;
When the operation is complete, the cuts are closed with stitches (which may be dissolvable).&lt;br /&gt;
Fine plastic tubes may be left in your breast area for up to 48  hours afterwards. These allow blood and fluids to drain into a bag.&lt;br /&gt;
&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSUrwq6jlKoCc4Ljv4abMxm4mJfOmWinfu7KhRF6uxQHAQqsLmMyw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSUrwq6jlKoCc4Ljv4abMxm4mJfOmWinfu7KhRF6uxQHAQqsLmMyw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTpVWcIgF0jk2CQiYBbQA_cGKSdrSZ-yNnpqONITOsYOL2Z7J1p&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTpVWcIgF0jk2CQiYBbQA_cGKSdrSZ-yNnpqONITOsYOL2Z7J1p&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS0gKGYv5QDQbR7f4T6C2DP_WGoKNgNJ2cDILy7EWcs0YI5iJdj&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS0gKGYv5QDQbR7f4T6C2DP_WGoKNgNJ2cDILy7EWcs0YI5iJdj&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRNfWnTNFGQz9PdFL2YwyXiQzlZJmwnoDphbcgp-_GzyaNGDDaO82G-vv7xCw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRNfWnTNFGQz9PdFL2YwyXiQzlZJmwnoDphbcgp-_GzyaNGDDaO82G-vv7xCw&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSrLzkUJ1feu9XyEPWg351bw2-mgpE77x23z7dtCYLLefGQTj-0BHHqaqzn&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSrLzkUJ1feu9XyEPWg351bw2-mgpE77x23z7dtCYLLefGQTj-0BHHqaqzn&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTe8T3CPpAZ2Ijl0G8PXs8sMmGoDEzWFu2qpm0leDdCWlxBT9T46Q&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTe8T3CPpAZ2Ijl0G8PXs8sMmGoDEzWFu2qpm0leDdCWlxBT9T46Q&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRpmJJA31YKQrS1ozrVqcGgp8oSJD4mwDqz8nrueGNjPIrjv4Ez&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRpmJJA31YKQrS1ozrVqcGgp8oSJD4mwDqz8nrueGNjPIrjv4Ez&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTx-VWPH8d5pAhii4jKY9bzQ5BEoxfR70XMpn9B_KmkyAWMBP78OA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTx-VWPH8d5pAhii4jKY9bzQ5BEoxfR70XMpn9B_KmkyAWMBP78OA&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcToMIWfAdtzoccRr8tMLs5S98dGYGjS9pUsowqQBCslm5ZqwfwgiLT-AJkt&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcToMIWfAdtzoccRr8tMLs5S98dGYGjS9pUsowqQBCslm5ZqwfwgiLT-AJkt&quot; /&gt; &lt;br /&gt;
&lt;h2 class=&quot;headingUnderline&quot;&gt;&amp;nbsp;&lt;/h2&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2 class=&quot;headingUnderline&quot;&gt;&amp;nbsp;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Mastectomy#cite_note-4&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;History&quot;&gt; &lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;History&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/h2&gt;&amp;nbsp;&lt;blockquote&gt;&lt;blockquote class=&quot;&quot;&gt;&lt;blockquote class=&quot;&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Types_of_mastectomy&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&amp;nbsp;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Mastectomy_indications&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/5767328231023759208/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-removal-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/5767328231023759208'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/5767328231023759208'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-removal-surgery.html' title='Breast Removal Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-1025062477956154545</id><published>2011-03-22T13:13:00.000-07:00</published><updated>2011-03-22T13:16:19.089-07:00</updated><title type='text'>Breast Implants / Boob Job Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;A &lt;b&gt;breast implant&lt;/b&gt; is a prosthesis used to alter the size, form, and feel of a woman’s breasts in post–mastectomy breast reconstruction; for correcting chest wall congenital deformities; for the aesthetic enhancement of the bust; and as a procedural aspect of male-to-female gender transition surgery. There are three general types of &lt;b&gt;breast implant devices&lt;/b&gt; defined by their filler material: saline, silicone, and composite (alternative composition). The &lt;b&gt;saline implant&lt;/b&gt; has an elastomer silicone shell filled with sterile saline solution, the &lt;b&gt;silicone implant&lt;/b&gt; has an elastomer silicone shell filled with viscous silicone gel, and the &lt;b&gt;alternative composition&lt;/b&gt; implants featured miscellaneous fillers, such as soy oil and polypropylene string, et cetera. The &lt;b&gt;pectoral implant&lt;/b&gt; is the male breast implant device for reconstructive and aesthetic enhancement of a man’s chest wall, (see mastopexy). In breast reconstruction surgery, the breast tissue expander implant is a temporary breast-implant device used in staged breast reconstruction.&lt;br /&gt;
&lt;h1&gt;What You Need to Know About Breast Implants&lt;/h1&gt;&lt;div class=&quot;reviewer&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Breast implants give you more control over your size, shape, and profile. Implant plastic surgery can improve appearance after aging and childbearing and can restore a more youthful appearance.&lt;br /&gt;
(Note that sagging breasts require a breast lift, which can be performed with or without implants.)&lt;br /&gt;
In breast augmentation  with implants (augmentation mammoplasty), the implants are inserted  behind breast tissue or above the breast muscle. Implants range in  volume from 120 mL (milliliters) to 850 mL. You can view examples in our  breast augmentation before-and-after photos.&lt;br /&gt;
In addition to the volume range, implants vary in shape, profile, outer thickness, and outer surface layer.&lt;br /&gt;
Read more about implant anatomy.&lt;br /&gt;
An alternative to traditional implants is fat grafting  breast augmentation,  which involves harvesting fat by  liposuction from an area of your body  where you have plenty. The fat cells are  then processed and injected  into the breasts. It can also be used to even out  any imperfections  left behind after breast augmentation with implants or breast   reconstruction.&lt;br /&gt;
&lt;h2&gt;Silicone Implants&lt;/h2&gt;Some women feel that silicone implants  are smoother and softer than saline-filled implants. These implants  feel like a semisolid gel. Because of their smooth surface, silicone  implants are often preferable for women who have little breast tissue,  particularly for women undergoing breast reconstruction.&lt;br /&gt;
The U.S. Food and Drug Administration (FDA) removed silicone   implants from the general consumer market in 1992 as a precautionary  measure  over conflicting reports of possible complications, some of  which required breast implant removal. However, they were reapproved in 2005. (Read more about implants and the FDA.)&lt;br /&gt;
Options under development include cohesive silicone gel  implants — also called gummy bear implants — and saline  implants  that allow implant volume to be adjusted after surgery. Cohesive  implants are currently under FDA review. They are claimed to hold their  shape better than saline or older silicone gel implants and look and  feel more natural. The gummy consistency decreases the likelihood of  rippling and should provide greater safety because, being more solid,  the silicone will tend not to escape from the shell if it were to  rupture.&lt;br /&gt;
&lt;h1 class=&quot;articlePageTitle&quot;&gt;Procedure&lt;img alt=&quot;http://static.howstuffworks.com/gif/breast-implant-sizer.gif&quot; src=&quot;http://static.howstuffworks.com/gif/breast-implant-sizer.gif&quot; /&gt;&lt;/h1&gt;&lt;h1 class=&quot;articlePageTitle&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Depending on the patient and the desired outcome, breast augmentation surgery can be a very simple or very complex procedure. &lt;/span&gt;&lt;/h1&gt;&lt;span style=&quot;font-size: small;&quot;&gt; After pre-operative preparation, the surgery starts by cutting one  incision into the patient f&lt;/span&gt;or each implant. The incisions are small and  placed so that the scarring is minimal and hard to see. Once the  incision is created, the surgeon must cut a path through the tissue to  the final destination of the implant. Once that path has been created,  the tissue and/or muscle (depending on placement) must be separated to  create a pocket for the implant. This is where the surgeon&#39;s skill  really comes into play: When deciding where to cut the pocket in the  breast, the surgeon must predict what the breasts will look like once  the implants are filled. In more extreme augmentation surgeries, this  involves repositioning the nipple, adjusting for cleavage and creating a  new crease under the breast. &lt;br /&gt;
In some cases, augmentation surgery is accompanied by mastopexy (breast  lift) surgery so that everything ends up in the right place. To aid in  positioning, the surgeon may decide to use a sizer or disposable  implant. &lt;b&gt;Sizers&lt;/b&gt; are temporary implants attached to a tube that  the surgeon can work inside the pocket and fill up to test placement,  implant size and fill levels. Once this has been tested, the sizer is  removed and replaced with the permanent implant.&lt;br /&gt;
When &lt;b&gt;inflatable implants&lt;/b&gt; are used, they are rolled up like a  cigar and pushed into the incision, through the channel and into place.  This is true no matter which type of incision is used (we&#39;ll talk about  incisions in the following sections). Once the implant is positioned,  the incision is closed. In the last step, the surgeon uses a syringe to  fill the implant with saline through the valve, filling it to the  predetermined size. &lt;br /&gt;
If the patient has opted to use &lt;b&gt;pre-filled implants&lt;/b&gt;, the incision  will be larger. Inserting textured, pre-filled implants requires the  longest incision, providing more room for inserting an implant with a  rough shell and for manipulating the less-pliable implant once it&#39;s in  place. &lt;br /&gt;
Plastic surgeons can use one of four different types of incisions to  insert the implant into the breast: peri-areolar, inframammary fold,  transaxillary, and TUBA. In the next sections, we will learn the  difference between these types of incision. &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;article_container&quot;&gt;&lt;h2&gt;Risks     &lt;img alt=&quot;http://www.consultingroom.com/uploads/Image_Directory/Treatment_FAQs/TDBreastimplantsposition090403.jpg&quot; src=&quot;http://www.consultingroom.com/uploads/Image_Directory/Treatment_FAQs/TDBreastimplantsposition090403.jpg&quot; /&gt;&lt;/h2&gt;Risks associated with this procedure are similar to those of any surgical       procedure. These risks include bleeding, infection, reaction to       anesthesia, or unexpected scarring. A breast enlargement may also result       in decreased sensation in the breast or interference with breastfeeding.       Implants can also make it more difficult to read and interpret mammograms,       possibly delaying breast cancer detection. Also, the implant itself can       rupture and leak, or become displaced. A thick scar that normally forms       around the implant, called a capsule, can become very hard. This is called       capsular contracture, and may result in pain and possible altered       appearance of the breast. The chances that these problems will occur       increase with the age of the implant.     &lt;br /&gt;
There has been intermittent publicity about possible health risks       associated with breast implants. Most concerns have focused on silicone       gel-filled implants that leaked or ruptured. In 1992, the Food and Drug       Administration (FDA) restricted the use of this type of implant and       ordered further studies. Today only saline-filled implants are used for       cosmetic breast surgery. Recent studies have shown no evidence of       long-term health risks from intact silicone implants. However, research on       possible links between these implants and autoimmune or connective tissue       diseases is continuing.     &lt;/div&gt;&lt;div style=&quot;background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Aftercare     &lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;Many normal activities such as driving may be restricted for up to one       week. Sutures are usually removed in seven to 10 days. Typically, a woman       can resume all routines, including vigorous        &lt;b&gt;                    exercise                &lt;/b&gt;       , in about three weeks. The scars will be red for approximately one month,       but will fade to their final appearance within one to two years.     &lt;/div&gt;&lt;div style=&quot;background-color: transparent; border: medium none; color: #d5a6bd; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;b&gt;Type of Breast Implants&lt;/b&gt;&lt;br /&gt;
The cost also counts on what type of breast augmentation  and implant procedure you choose. There are two types of procedures;  saline-filled implants and silicone-filled implants. The first one is a  bit more inexpensive than the latter procedure. Normally, saline-filled  implants may cost you around $3,500, whereas silicone-filled implants  can cost you approximately $4,500. If the surgery has to be done on  small breasts, the cost might be lower, and vice versa. There also may  be some additional procedures required to be done, which may add up to  the overall cost.&lt;br /&gt;
&lt;b&gt;Average Cost of Breast Implants&lt;/b&gt;&lt;br /&gt;
The typical cost of breast implants may include the anesthesia  cost which ranges from $600 to $800, the breast augmentation and  implant procedure charges which range from $1,000 and $1,300, the  operating surgeon&#39;s service charges which may range from $3,000 to  $4,000, and lastly, other miscellaneous expenses which may arise due to  complications during the procedure. With all the above considerations,  the average cost of breast implants may go up to $8,000-$9,000.&lt;/div&gt;&lt;div style=&quot;background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Breast Implant Shapes&lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;Round and teardrop breast implants are the two implant shapes used  for breast enlargement. Many women select round breast implants because  they add the most lift and proportion. However, more and more women are  choosing teardrop-shaped implants, also known as contoured breast  implants, because these women desire breast enlargement that looks as  natural as possible. Learn more about breast implant shapes and how they are used to augment breast shape and size.&lt;/div&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Breast Implant Textures&lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;The surface texture of breast implants can be either smooth or  textured. Smooth-surfaced breast implants are used in most breast  enlargement surgeries because they are softer, have a reduced risk of  rippling, and cost less than textured implants. However, the  sandpaper-like surface of textured breast implants helps maintain  vertical alignment, a desired trait for breast enlargement with  teardrop-shaped implants. Learn more about the different breast implant textures and their advantages and disadvantages.&lt;/div&gt;&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Breast Implant Sizes&lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;Breast implants are available in a variety sizes, from small (125cc)  to very large (1200cc). Women who desire a perky, more youthful breast  contour are better served by choosing a more conservative implant size.  Women whose primary objective is breast enlargement will achieve the  best results with larger breast implants. Learn about small breast implants and large breast implants and how different sizes help women achieve their breast enhancement goals.&lt;/div&gt;&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Breast Implant Types&lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;An FDA moratorium on silicone breast implants instituted in 1992  caused saline implants to be used almost exclusively for breast  enlargement procedures in the United States for many years. However, in  November 2006 the FDA once again allowed silicone breast implants for  general use. Cohesive silicone gel implants have not yet been approved  for general use by the FDA, but clinical trials are currently being  conducted to determine their safety and effectiveness. Learn more about saline breast implants, silicone breast implants, and cohesive silicone gel breast implants and the benefits and downsides of each type.&lt;/div&gt;&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Breast Enlargement Surgical Techniques: Incision Location&lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;The location of the incisions through which breast implants are  placed is a very important consideration in breast enlargement surgery.  While the surgeon&#39;s goal is to make the incisions as inconspicuous as  possible, the size, shape, and type of breast implants used and each  patient&#39;s unique body structure play a role in determining incision  location. Learn more about the four incision techniques used for  placement of breast implants: the inframammary fold incision, the areola incision, the transaxillary incision, and the navel incision.&lt;/div&gt;&lt;h2 style=&quot;color: #d5a6bd;&quot;&gt;Breast Enlargement Surgical Techniques: Implant Placement&lt;/h2&gt;&lt;div style=&quot;color: #d5a6bd;&quot;&gt;Breast implants placed under the pectoral muscle can provide a more  natural look but require more extensive surgery and a more painful  recovery. Subglandular placement of breast implants for breast  enlargement is easily accomplished and allows quicker recovery, but the  results may not be as natural-looking. Learn more about submuscular placement and subglandular placement of breast implants and the pros and cons of each method.&lt;/div&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSt4yE10u__TbOYUhwEXe6Li9DPz1ICs9O0qE0Y_rLf7TeRtxCZ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSt4yE10u__TbOYUhwEXe6Li9DPz1ICs9O0qE0Y_rLf7TeRtxCZ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcR_yjf_yxwQdR5fgFaw9AXIaeOUyVtomhYZGGhm0fdXjk7nju3OAT970DdCHQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcR_yjf_yxwQdR5fgFaw9AXIaeOUyVtomhYZGGhm0fdXjk7nju3OAT970DdCHQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQJRA8JReRoRAllfMJc4Rj05Kpy1kGkYoM5t527kWtdvZmlxiw5&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQJRA8JReRoRAllfMJc4Rj05Kpy1kGkYoM5t527kWtdvZmlxiw5&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRQo4TQSr_2iK3F5ebktAvqdYtJwnu929Z9BJPXPQFAhV4wLdhttw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRQo4TQSr_2iK3F5ebktAvqdYtJwnu929Z9BJPXPQFAhV4wLdhttw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTQ9U8tum3oAddlCLx38eXxoKCdkDqDm9GWd9tsmQ6ujygjWiNhVk7_agzmUA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTQ9U8tum3oAddlCLx38eXxoKCdkDqDm9GWd9tsmQ6ujygjWiNhVk7_agzmUA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSd58AodCs-Q46FSnqb7atjoXLJHs_RMQqhS-y3W4f4kp-U8qwD9w&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSd58AodCs-Q46FSnqb7atjoXLJHs_RMQqhS-y3W4f4kp-U8qwD9w&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ7NkCPcpaD9C9e83YVn1ZGH85tpD8ZEDOuAf7lz_FyZlF6aO14&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ7NkCPcpaD9C9e83YVn1ZGH85tpD8ZEDOuAf7lz_FyZlF6aO14&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT-1iHREAj4a-sXRf___JmbsxCOx-oeVhprXIBfQ_6V41dSepAo2chICLg&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT-1iHREAj4a-sXRf___JmbsxCOx-oeVhprXIBfQ_6V41dSepAo2chICLg&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSthXDJVFbh2hIlhYok9Mp35noeB-ZUkcDCvOQD_hvHOZflb2OG&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSthXDJVFbh2hIlhYok9Mp35noeB-ZUkcDCvOQD_hvHOZflb2OG&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRDQs20dhO-OZy5xOp8pFSVCPsKigyCYqlNb4Fg3w0llQFsn0kjkQ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRDQs20dhO-OZy5xOp8pFSVCPsKigyCYqlNb4Fg3w0llQFsn0kjkQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQG37Gi56JcIUKBXFm5iejEV4qy5pDOiNA-4CwIscAiHSVg_MtnCci2WRch&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQG37Gi56JcIUKBXFm5iejEV4qy5pDOiNA-4CwIscAiHSVg_MtnCci2WRch&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSzBaismbvVvswSIMDNhF-IkHlvFydW7TVkHpepQbLxwVTATrSyuHv1AtWl&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSzBaismbvVvswSIMDNhF-IkHlvFydW7TVkHpepQbLxwVTATrSyuHv1AtWl&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRP2EoI7APZoPHrd99z7vLW8UENmYrFmGFzqMuCddr3gLWLzNyt&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRP2EoI7APZoPHrd99z7vLW8UENmYrFmGFzqMuCddr3gLWLzNyt&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTAoIF_gr3uDSuPmGIdVKeJezhljE4kDXzYW3Os-6PzgqFQesNL&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTAoIF_gr3uDSuPmGIdVKeJezhljE4kDXzYW3Os-6PzgqFQesNL&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQww83paJHkNIlm2WmamBZkyIh9nfDK3YteeMUnl7wi21BN4P3wCg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQww83paJHkNIlm2WmamBZkyIh9nfDK3YteeMUnl7wi21BN4P3wCg&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS9EHJXlFYz4-kk7Y-8BOPH9tIUnD933wZV2NJLwrSf3p0rZ134&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS9EHJXlFYz4-kk7Y-8BOPH9tIUnD933wZV2NJLwrSf3p0rZ134&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSaQHnCi5hueG8o7Pz2eVH2c-vE-haghCpig5S0Y4f6OZXNnddZ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSaQHnCi5hueG8o7Pz2eVH2c-vE-haghCpig5S0Y4f6OZXNnddZ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTqtaZ2QhuHzIXmyIh9MYZwQP-K4m__JLuFrh__SbhNQlJxMzO8lw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTqtaZ2QhuHzIXmyIh9MYZwQP-K4m__JLuFrh__SbhNQlJxMzO8lw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQb2mKHbdVR5HEANOhpGOrhS1zfgLQWguQ9OVT1bjSDBxmc-Iy5&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQb2mKHbdVR5HEANOhpGOrhS1zfgLQWguQ9OVT1bjSDBxmc-Iy5&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQJVrSCOleC0usfe8IkjTzU64j_Iwq_6hJKPMfJh5xwbRgUo8CoGQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQJVrSCOleC0usfe8IkjTzU64j_Iwq_6hJKPMfJh5xwbRgUo8CoGQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTl252kqEyqwq5-2JkxIrPH3Ai5B5IMSDkkfVg8xVkf3JF678tUywr-csFBZw&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTl252kqEyqwq5-2JkxIrPH3Ai5B5IMSDkkfVg8xVkf3JF678tUywr-csFBZw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSeuhWTTBS7KuEpM8lyTJfnsLR5dDG6z1KFcI9-W5aK-pdcEdzc&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSeuhWTTBS7KuEpM8lyTJfnsLR5dDG6z1KFcI9-W5aK-pdcEdzc&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSF0nDTMtqiLIN7z_gPHtGLulFPEa0c_xlP71KYNsiARM-NZE_u&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSF0nDTMtqiLIN7z_gPHtGLulFPEa0c_xlP71KYNsiARM-NZE_u&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQ8QZd8IGnNbcNTwBADtl7hsukDqXO6-T4rzb7uDh9qI5q6R_8K86_zKrFdBg&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQ8QZd8IGnNbcNTwBADtl7hsukDqXO6-T4rzb7uDh9qI5q6R_8K86_zKrFdBg&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTm1zgRl5oi4uSXJKZZSq6KVpOX5Nhf4Kyn0ZY6tDtTL-RbJumVNE18mnGy&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTm1zgRl5oi4uSXJKZZSq6KVpOX5Nhf4Kyn0ZY6tDtTL-RbJumVNE18mnGy&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQKkSvhAzR9UepQOWJWwn6l3N7QBavTtITOzmm69CsiP4zvLV-0mA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQKkSvhAzR9UepQOWJWwn6l3N7QBavTtITOzmm69CsiP4zvLV-0mA&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS7PKstI-GHFrKzngzGoOdGceG0UQPiG3W-BVItBtqwzZbxIW_IJmuTGBVl&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS7PKstI-GHFrKzngzGoOdGceG0UQPiG3W-BVItBtqwzZbxIW_IJmuTGBVl&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSz9LMbn5Jm3u0aWolDrseC2vpz0_q35WC-Y4EqhzHl2lVjFfybJw&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSz9LMbn5Jm3u0aWolDrseC2vpz0_q35WC-Y4EqhzHl2lVjFfybJw&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcROoX6rvPgJh9l7uQtcZaHcClh4iCX27vTmLidZcq4fGky5NQD9&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcROoX6rvPgJh9l7uQtcZaHcClh4iCX27vTmLidZcq4fGky5NQD9&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSbPSzKruNo7NSzynaRCtyqQOeuZkn_wKblVROxd2YsdsOo8uychw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSbPSzKruNo7NSzynaRCtyqQOeuZkn_wKblVROxd2YsdsOo8uychw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRgAeKK8cj6aszkK4UF3z1p_CsmTF5UVYJpH_s-NcFtt1HGWxy5ZA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRgAeKK8cj6aszkK4UF3z1p_CsmTF5UVYJpH_s-NcFtt1HGWxy5ZA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQOtrFpKHMOl63HurOpfTQYFV6JJoaIdiOK0rX1RumI-esCHbbKcQ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQOtrFpKHMOl63HurOpfTQYFV6JJoaIdiOK0rX1RumI-esCHbbKcQ&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/1025062477956154545/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-implants-boob-job-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/1025062477956154545'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/1025062477956154545'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-implants-boob-job-surgery.html' title='Breast Implants / Boob Job Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-339264958616473463</id><published>2011-03-22T11:49:00.000-07:00</published><updated>2011-03-22T11:49:24.774-07:00</updated><title type='text'>Brest Lift/Mastopexy Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;b&gt;Mastopexy&lt;/b&gt; (&lt;b&gt;breast lift&lt;/b&gt;) surgery denotes a group of elective surgical procedures designed either to lift or to change the shape of a woman’s breasts. Besides lifting the breast tissue and removing skin, a mastopexy might also include repositioning the areola and the nipple. In practice, a mastopexy can be effected as a discrete surgery, or as a subordinate surgery comprehended within a breast augmentation done for the emplacement of breast implants.  The physical changes afforded by a mastopexy — the position and shape  of the breast, by the (re) distribution of the existing breast tissues —  are temporary, because the effects of gravity and of aging will continue acting upon the patient’s body, causing ptosis to recur in the course of time.&lt;/div&gt;&lt;h2 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Mastopexy_surgery_procedures&quot;&gt;Mastopexy surgery procedures&lt;/span&gt;&lt;/h2&gt;&lt;h3 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Full_breast_lift&quot;&gt;Full breast lift&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;color: #c27ba0;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;The full breast lift involves an incision along the crease underneath the breast, incisions around the areola,  and a vertical incision between the areola and the base of the breast,  called “anchor incision” and “inverted-T incision”. This technique  removes excess skin, elevates the breast, and often reduces the size of  the areola, and thus allows effecting maximal changes to the breast. As  such, it is the most widely used, traditional surgical technique because  it consistently produces the desired breast shape and breast position  upon the chest wall.&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;The three, distinct scars, consequent to this mastopexy technique, are in three locations; each has a characteristic pattern of healing. In the peri-areolar  area, the scarring is partially concealed by the lighter-to-darker  change in skin color at the transition from the breast skin to the  pigmented skin of the areola. The vertical, anchor incision from the  areola to the breast crease can be hidden in shadow. The inframammary  portion of the scar, that courses along the inframammary fold  of the breast, often is the thickest of the three surgical scars, but  it can be hidden in that fold. Moreover, although the coloration of  these scars fades, they do remain visible, in most cases. &lt;/div&gt;&lt;h3 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Modified_breast_lift&quot;&gt;Modified breast lift&lt;/span&gt;&lt;/h3&gt;&lt;h3 style=&quot;color: #c27ba0; font-weight: normal; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The modified breast lift effects the same transformation as a full  breast lift, but with fewer consequent scars; yet, it is potentially  limited, because the plastic surgeon can effect fewer changes to the  shape of the breast. In surgical praxis, the modified mastopexy surgical  technique often is performed as part of a breast augmentation. There  are several, variant modified breast lift techniques: (i) the “Benelli  breast lift” (“doughnut lift”), which is a concentric mastopexy that  involves removing a ring of skin from around the areola in order to limit scarring  of the areolar area; (ii) the “crescent lift” that also removes a ring  of tissue from around the areola, but which takes more tissue from the  area above the areola, thereby raising the nipple and areola on the  chest wall; (iii) the “lollipop lift”, which involves an incision around  the nipple and areola, with a vertical scar extending to the inframammary fold,  the crease underneath the breast; and (iv) a “doughnut lift” variant  that includes removing excess skin from underneath the breast.&lt;/span&gt;&lt;/h3&gt;&lt;h4 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  How long will the results last?&lt;/h4&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Unless you gain or lose a significant amount of weight or become  pregnant, your new breast shape should remain fairly constant. However,  gravity and the effects of aging will eventually alter the size and  shape of virtually every woman&#39;s breasts. If, after a period of years,  you again become dissatisfied with the appearance of your breasts, you  may choose to undergo a second breast lift procedure to restore their  more youthful contour and appearance.&lt;/div&gt;&lt;h4 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Results of a Breast Lift&lt;/h4&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Breast lift surgery will make your breasts firmer and more uplifted.  The position of your areolas and nipples will be enhanced, and the size  of your areolas will be aesthetically pleasing.&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  The incisions from your breast lift surgery will heal and fade over  time. It is important to realize, however, that the incision lines will  be permanently visible. In some instances, they will eventually be only  faint lines. Certain individuals may have incision lines that are more  noticeable. Fortunately, the incisions for your breast lift are in  locations easily concealed by clothing, even low-cut necklines.&lt;/div&gt;&lt;h4 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  When can I resume my normal activities?&amp;nbsp;&lt;/h4&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  After breast lift surgery, it is often possible to return to work  within a week or so, depending on your job. In many instances, you can  resume most of your normal activities, including some form of mild  exercise, after several weeks. You may continue to experience some mild,  periodic discomfort during this time, but such feelings are normal.  Severe pain should be reported to your doctor.&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Any sexual activity should be avoided for a minimum of one or two  weeks, and your plastic surgeon may advise you to wait longer. After  that, care must be taken to be extremely gentle with your breasts for at  least the next several weeks.&lt;/div&gt;&lt;h4 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Am I a good candidate for a breast lift?&lt;/h4&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  You may be a good candidate for breast lift surgery if you have one or more of the following conditions:&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;ul style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;li&gt;   breasts that are pendulous, but of satisfactory size&lt;/li&gt;
&lt;li&gt;   breasts that lack substance or firmness&lt;/li&gt;
&lt;li&gt;   nipples and areolas that point downward, especially if they are positioned below the breast crease&lt;/li&gt;
&lt;/ul&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Sometimes these conditions may be inherited traits. In certain cases,  the breasts may have developed differently so that one breast is firm  and well positioned while the other is not. There may be differences in  the size of your breasts as well as their shape. Breasts that are large  and heavy can be lifted, but the results may not be as long-lasting as  when the procedure is done on smaller breasts.&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  A breast lift can be performed at any age, but plastic surgeons usually  recommend waiting until breast development has stopped. Pregnancy and  breast-feeding may have significant and unpredictable effects on the  size and shape of your breasts. Nevertheless, many women decide to  undergo breast lift surgery before having children and feel that they  can address any subsequent changes later. Since the milk ducts and  nipples are left intact, breast lift surgery usually will not affect  your ability to breast-feed; however, you should discuss this with your  plastic surgeons.&lt;/div&gt;&lt;h4 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  I understand that every surgical procedure has risks, but how will I learn more so that I can make an informed decision?&lt;/h4&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  The subject of risks and potential complications of surgery is best  discussed on a personal basis between you and your plastic surgeon, or  with a staff member in your surgeon&#39;s office.&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  Some of the potential complications that may be discussed with you  include bleeding, infection and reactions to anesthesia. Following a  breast lift, sometimes the breasts may not be perfectly symmetrical or  the nipple height may vary slightly. Minor adjustments often can be made  at a later time. Permanent loss of sensation in the nipples or areas of  breast skin may occur rarely. Revisionary surgery may sometimes be  helpful in certain instances where incisions may have healed poorly.&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;  You can help to lessen certain risks by following the advice and  instructions of your plastic surgeon, both before and after surgery.&lt;/div&gt;&lt;h3 style=&quot;color: #c27ba0; text-align: center;&quot;&gt;Breast lift surgery information&lt;/h3&gt;&lt;div class=&quot;ui-tabs-panel&quot; id=&quot;x10893&quot; style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;style type=&quot;text/css&quot;&gt;
.table { width: 250px; background-color: rgb(250, 250, 250); border: 1px solid rgb(0, 0, 0); border-collapse: collapse; border-spacing: 0px; }.table td { border-bottom: 1px dotted rgb(102, 153, 204); text-align: left; font-family: Verdana,sans-serif,Arial; font-weight: normal; font-size: 0.7em; color: rgb(64, 64, 64); background-color: rgb(250, 250, 250); padding: 4px 0px 4px 8px; }
&lt;/style&gt; Commonly  referred to as a breast lift or boob lift, mastopexy surgery raises and  firms the breasts by removing excess skin and tightening the  surrounding tissue to reshape and support the new breast contour.&lt;br /&gt;
&lt;h4&gt;Enhancing your appearance with a breast lift&lt;/h4&gt;A  woman&#39;s breasts often change over time, losing their youthful shape and  firmness. These changes and loss of skin elasticity can result from:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Pregnancy&lt;/li&gt;
&lt;li&gt;Breastfeeding&lt;/li&gt;
&lt;li&gt;Weight fluctuations&lt;/li&gt;
&lt;li&gt;Aging&lt;/li&gt;
&lt;li&gt;Gravity&lt;/li&gt;
&lt;li&gt;Heredity&lt;/li&gt;
&lt;/ul&gt;Sometimes  the areola becomes enlarged over time, and a breast lift will reduce  this as well. A breast lift can rejuvenate your figure with a breast  profile that is youthful and uplifted.&lt;br /&gt;
&lt;h4&gt;What breast lifts don&#39;t do&lt;/h4&gt;Breast  lift surgery does not significantly change the size of your breasts or  round out the upper part of your breast. If you want your breasts to  look fuller, consider breast lift and augmentation surgery. If you want  smaller breasts, consider combining breast lift and reduction surgery.&lt;br /&gt;
&lt;h4&gt;Is it right for me?&lt;/h4&gt;Breast  lift surgery is a highly individualized procedure and you should do it  for yourself, not to fulfill someone else&#39;s desires or to try to fit any  sort of ideal image.&lt;br /&gt;
&lt;h4&gt;A breast lift is a good option for you if:&lt;/h4&gt;&lt;ul&gt;&lt;li&gt;You are physically healthy and maintain a stable weight&lt;/li&gt;
&lt;li&gt;You do not smoke&lt;/li&gt;
&lt;li&gt;You have realistic expectations&lt;/li&gt;
&lt;li&gt;You are bothered by the feeling that your breasts sag, have lost shape and volume&lt;/li&gt;
&lt;li&gt;Your breasts have a flatter, elongated shape or are pendulous&lt;/li&gt;
&lt;li&gt;When unsupported, your nipples fall below the breast crease&lt;/li&gt;
&lt;li&gt;Your nipples and areolas point downward&lt;/li&gt;
&lt;li&gt;You have stretched skin and enlarged areolas&lt;/li&gt;
&lt;li&gt;One breast is lower than the other&lt;/li&gt;
&lt;/ul&gt;&lt;h4&gt;Breast lift surgery at a glance&lt;/h4&gt;Breast  lift surgery was one of the top surgical cosmetic procedures performed  in 2009. 87,386 people had mastopexy surgery in 2009.&lt;br /&gt;
&lt;table cellspacing=&quot;0&quot; class=&quot;table&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;strong&gt;Age&lt;/strong&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;13-19&lt;/td&gt; &lt;td&gt;2%&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;20-39&lt;/td&gt; &lt;td&gt;47%&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;40-55+&lt;/td&gt; &lt;td&gt;51%&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td colspan=&quot;2&quot;&gt;&lt;strong&gt;Gender&lt;/strong&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;Males&lt;/td&gt; &lt;td&gt;0%&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;Females&lt;/td&gt; &lt;td&gt;100%&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt; &lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS_8MoJO0FpxPdZpHPldW0i6h1xhF7hg0wll0jn8C3eWmusj98TjA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS_8MoJO0FpxPdZpHPldW0i6h1xhF7hg0wll0jn8C3eWmusj98TjA&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQ1ISCobF3vsuUiBkkubK9LMyv8MZRtz6wtlbWVOVvGm5iUzO-3DQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQ1ISCobF3vsuUiBkkubK9LMyv8MZRtz6wtlbWVOVvGm5iUzO-3DQ&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS4iq9z9rPjJNcJ_s9X5QVT1VD3jECtxT5GPoqig25JIBx3UN54N8eeDr7H&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS4iq9z9rPjJNcJ_s9X5QVT1VD3jECtxT5GPoqig25JIBx3UN54N8eeDr7H&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSvJkL2fgFvTBGPTb4fbm5K-zjTWUH0i0Pgyz-0jEugOgky1IsxJvtQXxM&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSvJkL2fgFvTBGPTb4fbm5K-zjTWUH0i0Pgyz-0jEugOgky1IsxJvtQXxM&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTGYfmjdMUOvK_YIaRZ3qch3RlEiWXyZNhm5tdpZ2Qxdst3hjE6GBqAn98L-w&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTGYfmjdMUOvK_YIaRZ3qch3RlEiWXyZNhm5tdpZ2Qxdst3hjE6GBqAn98L-w&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcT03WPc4Kyu3kenrnJvCia1NzxNEEbnk1hQElry3FRdZ-wcHJBYcrsOAI4&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcT03WPc4Kyu3kenrnJvCia1NzxNEEbnk1hQElry3FRdZ-wcHJBYcrsOAI4&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTzjPhhLn82VOxnT_nPwgmfnXRvMGNPraz2t7KFBYxQPEZWYy40&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTzjPhhLn82VOxnT_nPwgmfnXRvMGNPraz2t7KFBYxQPEZWYy40&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQGvqVibPrUk1-0AfYnvEdMGQeLE5p3RbBaIAQqWCk_PS53DUc9XjLW7CI&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQGvqVibPrUk1-0AfYnvEdMGQeLE5p3RbBaIAQqWCk_PS53DUc9XjLW7CI&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQFxTmiWBQFDUfR-B6zCdA49SN2UZBBIpvBKzJvHMSmPh3Fw9zEW6MBnbxv&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQFxTmiWBQFDUfR-B6zCdA49SN2UZBBIpvBKzJvHMSmPh3Fw9zEW6MBnbxv&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSzeS9Ufu3WlANLm9WfIfnq_yBuoUR47vSpoA69WpSlAaFbpaf8BWDEvwk&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSzeS9Ufu3WlANLm9WfIfnq_yBuoUR47vSpoA69WpSlAaFbpaf8BWDEvwk&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR_qjEd47TUD_ifoU96Q1ch4DxD-t5mA_dSwfgaluX5lmxv1KylfQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcR_qjEd47TUD_ifoU96Q1ch4DxD-t5mA_dSwfgaluX5lmxv1KylfQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQfNLeAQ340nJIGCo0jaH-H4yLo7PkHkQyMVFZwKH0QyLpBsU9zRNaKGRE2Kg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQfNLeAQ340nJIGCo0jaH-H4yLo7PkHkQyMVFZwKH0QyLpBsU9zRNaKGRE2Kg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRUYoykNZumMNWla1eI21oLbGZABBNXgfXuvZMAtYGcyopj9-g5&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRUYoykNZumMNWla1eI21oLbGZABBNXgfXuvZMAtYGcyopj9-g5&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRzikKFudziEtfSpI4x_8xtxd33wRMTYtvnk-fBVCDPwAwvUymcMw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRzikKFudziEtfSpI4x_8xtxd33wRMTYtvnk-fBVCDPwAwvUymcMw&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQHGuW9cDVX1X3qcSotZ6ttW9BWOc5t4Ro2FuCIQr2OB5DR4Fg-&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQHGuW9cDVX1X3qcSotZ6ttW9BWOc5t4Ro2FuCIQr2OB5DR4Fg-&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSzeS9Ufu3WlANLm9WfIfnq_yBuoUR47vSpoA69WpSlAaFbpaf8BWDEvwk&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSzeS9Ufu3WlANLm9WfIfnq_yBuoUR47vSpoA69WpSlAaFbpaf8BWDEvwk&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTwJXtOeHwnY-Ge4HzldBVXewqMkbNHIYZhig_zH-vBuKl9vEs9&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTwJXtOeHwnY-Ge4HzldBVXewqMkbNHIYZhig_zH-vBuKl9vEs9&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSk7-F3xMotJCEIAyiUBn5I5cqfa1w6irEWkVYbgW2t3KvaKwajkg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSk7-F3xMotJCEIAyiUBn5I5cqfa1w6irEWkVYbgW2t3KvaKwajkg&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRngUirzqWjauxVr_hSjlwbRhJOKcBXQy-QII0qBTJDZQ7kan6N&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRngUirzqWjauxVr_hSjlwbRhJOKcBXQy-QII0qBTJDZQ7kan6N&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS7izep5q2Uy0q0XskEnGpujXvo0LbOAumc9kNf_oeaqCA_Rtz8&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS7izep5q2Uy0q0XskEnGpujXvo0LbOAumc9kNf_oeaqCA_Rtz8&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSNNBDgzKnqeIY24-FKJZT2OlHY2jJCDnH8TBnpzMuXIh4anhQhjQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSNNBDgzKnqeIY24-FKJZT2OlHY2jJCDnH8TBnpzMuXIh4anhQhjQ&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR5hxOcOQFThFNEzxT7grJTsPnxhhInPzX3_mOk9XtwA1CT-rj8EEeHRYxD&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR5hxOcOQFThFNEzxT7grJTsPnxhhInPzX3_mOk9XtwA1CT-rj8EEeHRYxD&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSpcvgasjSG7nR2LBBrmiPRk99Kwjl0PcpP8PAbw94E8QVgZ6EgT0urWug&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcSpcvgasjSG7nR2LBBrmiPRk99Kwjl0PcpP8PAbw94E8QVgZ6EgT0urWug&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRS3nntd3vssblDAK1y5ujKa_Se3xXEd12hm93oA7NhA7z94hlEtA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRS3nntd3vssblDAK1y5ujKa_Se3xXEd12hm93oA7NhA7z94hlEtA&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;color: #c27ba0; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/339264958616473463/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/brest-liftmastopexy-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/339264958616473463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/339264958616473463'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/brest-liftmastopexy-surgery.html' title='Brest Lift/Mastopexy Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-381737285473552359</id><published>2011-03-22T11:02:00.000-07:00</published><updated>2011-03-22T11:02:56.258-07:00</updated><title type='text'>Reduction Mammoplasty/Breast Reduction Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;Breast reduction&lt;/b&gt; or &lt;b&gt;reduction mammoplasty&lt;/b&gt; is a common surgical procedure which involves the reduction in the size of breasts by excising fat, skin, breast implants and glandular tissue; it may also involve a procedure to counteract drooping of the breasts. As with breast augmentation, this procedure is typically performed on women, but may also be performed on men afflicted by gynecomastia. In 2005, over 113,000 women had breast reductions, an increase of 11 percent from 2004.&lt;br /&gt;
&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Procedure&quot;&gt;Procedure&lt;/span&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR-vgXgqWsfwvuKC8Gib5lZirO9mTW5Jq6S6llvHQ3vo4Rs9CrT&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR-vgXgqWsfwvuKC8Gib5lZirO9mTW5Jq6S6llvHQ3vo4Rs9CrT&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACQALQDASIAAhEBAxEB/8QAGwAAAQUBAQAAAAAAAAAAAAAABAACAwUGAQf/xAA/EAACAQMDAgQBCAkBCQEAAAABAgMABBEFEiEGMRMiQVFxFCMyYXKBkbEVMzVCUpKhssHRJCU0Q1NiouHxgv/EABkBAQADAQEAAAAAAAAAAAAAAAACAwQBBf/EACcRAAICAQQBAwUBAQAAAAAAAAABAgMRBBMhMTISIkEFFCMzUXGh/9oADAMBAAIRAxEAPwD1rXNYGlLGTEX3nHHpVRB1vaNc+HcRPHGO7gZx91G9WWrXEClSAVGRmsTForDzzNkE5OKzTscZYNtVEZwyz0+zu7e8gWa1mSWJuzIcipxXnllA1jiewmMTZ8205z8R2NaCDqCdVBmthIvqYzg/gf8AWpRvi+yE9JOPXJpKgvJ/k1u8xGQgziodO1K21BC1tICV4ZSMMvxFP1GPxbORM4yMVdnjKM6XuwzLy9bxxoGa2PJ4FXekdQafqoCQTKs+OYnOG/8Af3Vhb7R5HuduRtXtUlrpUKuFY/OjsSexrKr2uzc9LFrjg9MBHvXayGn6tfWi+FIy3Cr28TO7H2v9atrPqC2mkWG4BtpWOFD8q3wP+tXxtjIyzonD4LmqrXNcttFELXSOVl3gMuMKVUtz7ZxjPuRVoDn2qj6ql02C0SXVbSS6iIkTw0XdlTE5fIyBjYrf/cVYUiTqjTMN4srxbAS2+NiFAyOSAQOQQM98celcbqvS0kcSSOiIoJZo2DbiSNu0jdnAz27c1nb19Ale7Z4dQjDQtHKi5KxPmXkjdhmyrkdwMDsSMyrcdNSSbEt76aQOALhHkLPIT5PPuzlhjaxOMMBkZxQGnuNf063WNpLnKyRLMjIjMCjHCnIHqSAPckUPH1Zo0jxrHds3iYwwhcqM4HJxgfSXOe2arLm/0+4060vNTsJgl0rxSMHPzCxb5MnBByDHnK5OfWm3L6WlpHcrpdy8nykW8sLu3iqfDVv4sE7UjPf+uaAtj1Pphl8MSuSHaNgI2yrhkG3GM5JkTA+uibDW7DUIZprKYyxwqGdhGwAyu4enJx6d6xxv+n7CFjb6fO8keZoA0jkeRFkQ+ZsgfNLwAQMDOM8lrqHT1tHdQGxvQDbeBdRkO5jRBJhD5jjO18Y45HOSKAuV6q0yQgwtPKpEXmjgdhl5GjA7dwynIoheoNPkuHto5Wa4SQo0SxsWUjuTxwORz2qkubbS7CSGJrC7X5RCHwLhzIX8dSg+njdvlJ3Z4yecVDBN0/Bby6ra2d8sUbY8RJnBZs5aNQXycHOUxjI9cUBcW3V+jzW9vJJcmBpwvklUgoWCkZ44HnXB7HNH6Pq9vqqzvbLIEikVAzoV35RXBAPOMMO9ZeK50VZonj0y4Q73t4isjZmCeHEFA3YIOUGGx2yfWjOnbjSGvYodNW+j4ZgZZHKu3hxZU7mJJVCmB2HOO1Aa2lXB2pUBUa99BcVnzbllPGc1o9ZQPsBoFIwBisVq956OnklWikEb25JBwPap4bhOxA5oq6hGDxWfvZ1tJlMn0e1UvJqymsjprp9N1aG8gJVVYb19GX1H4V6FcsHtWIPBGQa871ILLGjL2rbaZMZ+nreRuSYgD93H+K00yymjHqYL1RkiilQySE5oaW2IYMMirOBAxJI9afNACvArPhmpSS4KqOfw2Abkj1NRatsntm2qM47gUNrDGBSw+6lZTpc2ZwQTt5Fc65JPDNR0XfyXmk+HOxaa3bwyT3K9wfw4+6jdQurFpGt7y3M+zPBjDAblIPf3ViPgTWd6GkMeoXcB7PGGHxBx/mrS/XOo3HxX+1a2qbVeTzZVLdcR4fRhdLcjTR8oXcRJ4K7hnOec+u5vxPvSxozAj9FjBiEOPBXGwdlxnsPT2qJYwakVBUVbIk6I/wBJM6UYIYP0b8zC26KPwlwh55Az9Z/E12F9LhgS3h07ZCj71QRLgNzzjPfk0zbXdgru7Ijsx/oLcadpFxdQTtYyqIQQI0jQKwIwQ3qRgAYzggDIOBRbJpbuZH0vLsGDMYl8wbOQeec5P4muAYrpOKbrGxEkvH0682m804zbQVUyRKcAkEgc+6g/cKrbmLSDcwwJpEPhuuZVMC/QQYUYz7lR8ARRZag7X564ubj03CFPqCZz/wCRb8BTdZzZQWU0XY6tpS7X+kPBXn6P1/8Aav8AKPanw3OlWm17ew8IoOCkKjb5Qvof4VUfcKgfGaGnxtYc9jUd5k1p44NTFMkkauhyrDIpVX6PltOhOf3R+VKtKMjfI7Vu6UHGuam1+YQiFz9Etg0LbXCHBBAzWSzzN1WdtD7iPMZrI9S2/iWsqgeYjy/H0rXXV0iqORye9ZLXblJFkVJPMoBquS5L68+l5BoLoT6RHJ67cH4jg1u9DQr0xaj3h3fic15rpE3iR3cJPCvuHwOM/wBa9O0hg3TlqR2MCj+lWU9yKtQ+IgEHOBRfh+X4iqVbzwJWSTIINFSakDbsFIzg4qtNYwy2Vcm+Cn6gCmKQAqcKcEVUdMENpsj4828rim9Qak0z7vooB2xig+jp95u7f0PnX8jXMcE8+41/RgL67dN6JB+bD/Srq8/aFx9pf7Vqq6MwNWvFA+lED/5Va3n/AB9x9pf7Fq9fqMc/3saDg1ItRetSqeKgixjhXSRikBxTWNSInOxpHmmk8VF4oBrjOobeSm2t5JgNxRcqv8TdgPvOBTLeE21vHDu3bFALfxH1P3nJplwRLc20OOAxmcfUuNo/mKn/APNEv2Hxrj6OrlkbmgZ5QqMT7GipjwaoNTvPCRhn92ofJYuja6L+zYfsj8hSpaL+zYfsj8hSr0F0eW+xuvwC4g8Nvot+fpWLe4m0+XwZxjngn1+uvRpYVl+l2qt1HSdPuYgt6F2luCzYwfqrNOtykaqr1GOGYO91YMnDn7qzt7fKS7E43d8dzXpUvRujoN0ksiLkDLOByTgCmHoHR2YO3iHBzya4qWWfcxxgwGgW8hguLyQbVkyqqa9P6dJfpa1IPIix/U1IenLAwiJU2oOwX0o6wsIrGyS0iJ8JM4z8c1KFcotldt0JJJfBmdV05rqFnTiQDvWJup72zkaK43qo9V5zXrrWUZJ7j4VX32h6ZMrNdbVVRlmYgAff6VDZeSxalYPFL+6nuHbgqPUn0q76Ht2/2i4J8oUJ/mvQZuh9HlBBDgH2NGaf0vp9hbmG3DbSc8muumTRyOognllF0c+Oo7hfRrc4+5hV5eftC4H/AHL/AGrRFhoVpY33yuHcJNpX6sH/AOUNe/tG4+0v9q11x9NeGR9SsuyjlPSmLT1qtFrJFprgjmuqakZdwxxUyPQI+TwoyT6UNcHwE3sCRzyPSsd1X1Pf2HWdnp9lOI7dQonQgYfPJyfhitDfaqFgDOAfL5fUZqtyRdGtvkkt7yL5VPJIdm4iJC3bC9//ACL/ANKsDKCv/usFHfyGcb5ldnLFlU8D2/zTrXWng1dLWQ4ilXKn2PauZySdSiso2kxBU4PesT1I7BzGv0SuT9dalpw0Y5z99Z3qCPdEZB8Pxouzj8T0jRf2bD9kfkKVLRuNOh+yPypVuSPJfZa1n+sdGn1qwhgtzEGSUsfEYqMGN19Fb1YcY5GeRWgpUOmOHTeqyzmS81IyPHdeNG3iuVGBJtYR4wpG9RtyQQtcXQddMD51Jo2CARoLyVwDuTdliM+YK4zgld/HatjilgUAHpFvLaadBBcSvLKi+Z3fec+27Azjtk88UZiu0qA4RwcVkr3p3ULzU7q6nuYDBcyRb4gzqRHFKjIMjvwJMjjl/UCtdSxQGMTp3WohFHDftFHFHIqhLyQecs5DEEHIO5QR+7t4rVWFuba0ihLs5RQCzuXJPqSTyefeiMCl2oBVnb841K4+0v8AataKs1qRxqU/xX+1aqu8S/Tr8hIhp9CxyVMH+vFZ0zW0ShgOTQt80t1ZXMNpOYbho2EcgxlWxwaBvr7a7IDjacUNY34+WKHOA+Vz+VWJN9FMpxTwYTQ4NV1PW5tQ1BN8sQKXHzYZuPK3BHcVeT3CxQrDMxMbjEEzDCyJ93Yj2q71HTpoLmTUNIKCd/10TdpfrB9G4HxxVRItrqLSBLlLMsSrxzDLZ4yxQ9u2M5HavOnOcLM44PSg00VTRpCrMoVQe57YrO3eofKNYSS3JaO3H0h6880dYWcmt6xJpkF9bxxBGaOYQ4MmCBjknHerROn7S0Y20YczCQrIW/dA9frJq7dx8ckcKTwi3mneCQLuOCART74CfT3I58u4fdQWtN5IWHfJ/wAURppMmm+YejD+tanD2qR50bvzSqPRdGz+jocH90flSruj/s+L4Uq0oxvstKVKlXTpQX2qXkPUlraQ20rWWNlxII8gO4OzzemNvOAf1gzjFAXfUerwS3EY0c7YXYeMS2wqGCl/hh0b6wH/AISa1hUZz61mdQvtdXWZLWztnW1JRVmeAsE80eXBBwfK0nB9U/ECuuOp9XSRHNmibIizwxq8hbPh4kBA5XznCjklSM1YaF1DqGpyMZLKERrbCT5qXJZiqny+jKSWAI7YHfJxFpcmr6nfxx63astsbVhLbtB80XIiIJJyGOd/Hpj7yJpdz1RHpMUS25PgWnAlttrSOEjGzGfQmTkDzbeMdyAdouranqmp2vixCC1WORpNiPiRtsWBlhnymRwR6lSfcVFF1PqjlN2mIFe48JgGYtAufMzgA8LxntneMcAmo59T6lUqqWxIaBiZPkkhGcsVOMZDYCqQR3bOMdyflGuNo2qP8+l4sge3U2w3IhCnaADhyAWHHOcj2oCGPqLVU0wTzW8JkW3jLkRSAeKzspUj90Lt55Pf4U/WNf1FLO1eytj4l1ZeMqIC0iycHac8AYyMn1Pp6su77qGCW6+TxSOnnaE/JWY4BXHv3GVAHY8kY7K71XqTLJb2DJtZg0j27Nt877CApO7yiPOM43H24Ac3UGrLKxXT8gIrsrI424C7kHHLZLDJ9qm1YEajPjPdf7RUmq3GsW97A1vE0kOyMSrHCWyxY7gvOBxg5PYDvzwtQUG/uPbK/wBi1Vd4l+n/AGIrlkwcUQsmR3qKaEnlagEhQ7W4NZMnodgeuoyH5QgO0jD49KozMTyPQ1qHkDKQTkHuPequfTbZjujzGfYcj8K002RXEjy9bpbZ81HV1Z3tArZ8bIGR2Ye9C9UiGfRLyV40JWElWxyK6IPDfbkH4UH1CwXQr0dx4RH4/wD2rdRTDb9UWY/pmv1EtS6bU/5/hnum2K9TxbGRS0DLuHZSSK0Vi7tahnJMoZgzHuSDjJrLaS5i6itfmwCR5Qnm9e5HrWt00bkmyc/PP6Y9a86lJ6hJ9HuauyVeknOCyyK7UzFRjOBR8cQhsxEPqH3k05I1B7ZqRFE13bwfxSoW+GRW6+UcquPSPL+nVWSi9Tb3L/hudI/4CP4Uq5o3OnRE+w/KlVvAa5LWuNXaVDpj5V6p8W48O4O7x8iMeCF8Hc/0ScnJXao3AYYAnI3A8uYOomtFkia4+Vx+JvAeDaxO3Hh8jCnBHm5AJPJxk3WdH1G51druwnWAm3WMS+O6kYMhI2gEMDvHJPGCRQx0XW4blJLa9JSMxsRJdynxVUx7kIIIGSsh3ck7sHgmgBNQt+qJre9R5ZAsxkjWOJ4VOCr7DGxPH7gbIB4JH12GtJ1CJrVNHUrGsGHbdGQX2sOQ3PB2EEZzz99JDpOrT6pHbalePLHGkbeN8rcAsqqp29jncTgjB5O45IFW0Wk3o0nUdMubpHvbseMj/KpPMdqhvTKDcMZX3zgdqAUNrrza3Z/Knlls4LhmV98YBTEwy4GCWw0WMDHBzzmhdStuqJob9fEk8KRpFCRGFfIRJsKMTkD9WGDAHgkVB1DY67b2800d1LtklCqkd5Jl9xYKBkAIRlVHOCQC3qCRLomph1lvtQDsbttoku3CsHSRRhduAfOo2ZIO38QBraTqae6uYLeadY4pwm8RoQE84UqWwGH0dwySQAcncQLd01/9BXMaiU33ygrFJviDmPIIYDO0eo257fhQsXTutQPBHDqTi2iRQiLcyAoQig91O4Fg3B7A8YzwZqOm6mLDTbexvAssLKZXluHDO3B787sndkEeo7UAI0PUxa3lkumiDSfPY8IiMYTbwSAVz4mcEnlcelWF4oN9ccY8y/2rVR+gdVu7aDbqK3VpKschL3cu3diIlwceYEo5C8Dz549La9b/AHhcd+WX+1art8S6jzGBR9VD3VmJRkcH0NTjOakXkc1lNmcGbnL277JePY+9RNKffFaK5t45kKOoIPvWe1LTLq3QvZEOO+x/T/WuYLIyyDls5qs6hA/Q1znnIA/EgVFJq01tIUurCRSP4Tx/Wq3XtSOoWqW9tDMvnDMzDA4/94pJuQhGEPFYKe1lZdbjcKNyqQFHtkVt9IJaCTcAD4rZ/pWTtNPlUeKwYEHO8jkmra2ur1IjDbRxpuYsZCMk5+qout+pMmrE4OJd3l/HaPHGFLzOeEHt70d0/GZtUhZvpbix+4E/4qisrLY7SysZJX7sxzWt6Vg3XrNj9XEzZ+7H+ash5FNjxBml0b9nRfAflSpaN+zovgPypVtPM5LWlSpUBw1Sa+tvqmnrFDqFrG6yCVZGYMF2Hk4yAcex4/MXFxEJ4ZImyFdSpwcHBGOKzr9IwyWoikuHLpCkUciRIm0JIHU4H1qM9s/VQFeenbRQpW+sAkMwnVSg24NwJVLebvglQfXOfqp8XTUbooOoW3i2eV8aJMSBt8bb3O79YQhBP/d9xlfoiEyF0u5U+bCIAinw+UbK57HKbh7Env2oy26Vtrez1C2EkjfLAymQ4LqpZmxzwcMxPb8aAqLbpZLWW1WTU7Z2hdZGEgJPzbIS6DfhWITDHB9++cyy6dHqWrSalb61ahHbKKFwdsboCfpDIBR8Nj972GCXJ0Zbzb3mupWmkcyGTYgO4+Ke2O2Zm49cAH1yw9EWrmYzXEknjI4fKKACxc5Udh+sYYwfzoACDQIIpY4JNWhNw0aS2yxRlBhWXLId/dgpBwf3ie3eTR9LVen7azu7mxWe2u1vMuysrKjDLFQ2F9RwTg4PckVd6p07DqV3DO8rRiNVUoiryFcOMEjK8gdu44oIdG26MGhuJY9sKRpgDylVC5GMAZVcEY/eOCM0BWL03Z20tjF+mIFjBiXwd23xH8NfMuGyHYRkgj3Pfubm/P8AvGf7S/2rUVj0hHZNAYruQ+C0TKDEmGKKy5Ix3KtjIx2HsKPv9MmlneaGXaXxlSoIGAB/ioWRco4RZVJRllgac08DFdGm3w7TJj7Ap36Pv/8ArJ/IKo2pGh3xI93oabKoYZxzUh06+PeVP5BS/Rt9/wBZP5BXdqQV8EVF3YwzjEkYb496qLnQ4xl4QPg1aw6Ven/mp/IKYdHvD3lT+QVzakTWpgYiSzkXhlrkaBD9EA1s36euH7zD+UUO3ScjNuM7Z+oCmzIfcVmdReOBWs6ShxbXkpH7oQH7iT+YocdLSj/nN+AqysrC/s7cwRSpsYksWjBJzU4VtSyyu6+Mo4iFaN+zovsj8qVT2No0FskZP0RilV5kDqVKlQCpUqVAKlSpUAqVKlQCpUqVAKuYrtKgFSpUqAVKlSoBUqVcPagObq4kgdQykMD6g5rHNZdQJd3s5nmzLL4VrhtwTJA8THYKAWJB9hQ0tnf6TE+jw2149k15bXED2okISMygzRlhzgbWbnuJMUIQk38G73fCln4ViZrfW7i6v7TRzd2tqdk0ElyzqFdQeFLZO1n2ZU+iP2DgkhLvXJ75b60s7qNJo0t5bW4BCwuQT4gzjIViQxH0gR7ChM14NKqDpuS6i0iOC7jvGnhd0d51Ys3mJBye/BHI49PSlQH/2Q==&quot; /&gt;&lt;/h2&gt;Doctors almost always perform breast reductions while the patient is under general anesthesia. During pre-operative visits, the doctor and patient may decide on new, usually higher, positions for the areolas and nipples.&lt;br /&gt;
For males, excess tissue may simply be removed through a tiny incision in each breast. This leaves minimal scarring&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-boys_2-0&quot;&gt;.&lt;/sup&gt;&lt;br /&gt;
Patients may take a few weeks for initial recovery, however it may  take from six months to a year for the body to completely adjust to the  new breast size. Some women may experience discomfort during their  initial menstruation following the surgery due to the breas&lt;br /&gt;
ts swelling&lt;br /&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Results&quot;&gt;Results&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Reduction mammoplasty affords the recipient smaller, lighter, and firmer  breasts. The surgeon may also reduce the size of and change the shape  of the areola or nipples. Both men and women typically have restored confidence, as well.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-boys_2-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Breast_reduction#cite_note-boys-2&quot;&gt;&lt;/a&gt;&lt;/sup&gt;It has been mentioned that patients who have received breast reductions  are the happiest and most satisfied of all plastic surgery recipients&lt;/span&gt;&lt;/h2&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Risks&quot;&gt;Risks&lt;/span&gt;&lt;/h3&gt;Possible issues include difficulty breast feeding, scarring,  asymmetry, delayed wound healing, altered nipple sensation, fluid  retention in the breast, altered erogenous function, and late changes in  shape and recurrent ptosis (drooping).&lt;br /&gt;
It may impair the likelihood of breastfeeding success due to the surgical disruption to the lactiferous duct system.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-Ramsay_6-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Breast_reduction#cite_note-Ramsay-6&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;  However, a number of studies have demonstrated a similar ability to  breast feed when breast reduction patients are compared to control  groups.&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-Korchin_8-0&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Breast_reduction#cite_note-Korchin-8&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-10&quot;&gt;&lt;span&gt;&lt;/span&gt;&lt;/sup&gt;&lt;br /&gt;
Scarring  from this procedure may be extensive and permanent. Initially, the  scars are lumpy and red, but they gradually subside into their final  smaller sizes as thin lines, slightly discolored. Though permanent, the  surgeon can make the scars inconspicuous to the point that even low-cut  tops may be worn without visible scars&lt;br /&gt;
&lt;strong&gt;Breast reduction surgery&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Breast reduction  surgery reduces the breast size and weight by making it firmer with  smaller areolas. During the surgery the key properties removed from the  breast are glandular tissue, fat cells and redundant skin.&lt;br /&gt;
&lt;br /&gt;
After  the surgery the patient wears a special bra for few weeks to support  the breast as they settle into their new shapes. The patient will lose  sensation in nipples for some period. Numbness may also cover a part of  your body for a short period. It is not recommended for women who desire  to breast feed as it may worsen the likelihood of success and the  volume of breast milk. Other problems due to the surgery may include,  asymmetry, delayed wound &lt;span style=&quot;color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: static;&quot;&gt;&lt;span class=&quot;kLink&quot; style=&quot;color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: relative;&quot;&gt;healing&lt;/span&gt;&lt;/span&gt;, fluid retention and altered sensitive to sexual stimulation.&lt;br /&gt;
&lt;br /&gt;
During the first menstruation after breast reduction the patient may experience swelling breast and &lt;span style=&quot;color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: static;&quot;&gt;&lt;span class=&quot;kLink&quot; style=&quot;color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: relative;&quot;&gt;pain&lt;/span&gt;&lt;/span&gt;,  which will reduce with time. However of all the plastic surgery  procedures, this result in the quickest body image change for you to  enjoy the physical comfort of the perfect breast that will fit your  clothes. The price for breast surgery may range between $3500 to $30,000  and more.&lt;br /&gt;
&lt;br /&gt;
If you are scared to go through the surgery you can  even take specific pills for breast reduction that work safely and  instantaneously. For instance, Alexia breast reduction pill is a safe  method to other alternatives, as it is100% safe with natural &lt;span style=&quot;color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: static;&quot;&gt;&lt;span class=&quot;kLink&quot; style=&quot;background-color: transparent; border-bottom: 1px solid rgb(154, 0, 3); color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: relative;&quot;&gt;herbal &lt;/span&gt;&lt;span class=&quot;kLink&quot; style=&quot;background-color: transparent; border-bottom: 1px solid rgb(154, 0, 3); color: rgb(154, 0, 3) ! important; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: relative;&quot;&gt;supplements&lt;/span&gt;&lt;/span&gt;.  It shows up to 50% significant reduction with no side effects. Another  pill for breast reduction is Trima Breast Reduction pill. However  consult the right physician for the right pills according to your body  function.&lt;br /&gt;
&lt;br /&gt;
Whatever may be the risk in the surgery there are many  women who wish to go for it due to the psychological and physical  problem that they face. However be prepared emotionally if you wish to  undergo a surgery. Be clear in your decision and face the situation or  go for the natural pills available in the market. Walk out of the dark  closet of shame and grief. Walk with pride and dignity for you&#39;re the  admirable part in your body. &lt;br /&gt;
&lt;h2 class=&quot;style10&quot;&gt;Breast Reduction Costs and Consultations &lt;/h2&gt;&lt;div class=&quot;style10&quot;&gt;The cost is mostly determined by two things,  the size of the reduction and whether or not you are going to be using  insurance to cover some or perhaps all of the costs. There are many  smaller things that can go along with a breast reduction like nipple  reduction and whether or not the nipples will be attached to a blood  supply. You&#39;re doctor should give you an estimate sheet with all the  costs of each little procedure for you to select. Prices can range from  as little as $3500 up to $30,000 and more. &lt;/div&gt;&lt;div class=&quot;style10&quot;&gt;Take a look at the list of questions link on  the side of this page. You&#39;ll want to ask as many of those questions as  are appropriate for your surgery. The first thing to look at is the  before and after portfolio that the doctor will have. Remember that  these will be the best case scenarios. You&#39;re doctor will most likely  take pictures for insurance pre-approval and will be marking areas of  your breasts with a pen. Don&#39;t even think about doing this consultation  when you&#39;re near or on your period. Remember to only go with a doctor  that you felt comfortable with during this consultation, this is the  person that will be altering the rest of your life. If the doctor is not  listening to your concerns and keeps trying to get you to realize  his/her way is best, then you need to find a new doctor, be careful.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;style10&quot;&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERQUExQUFBQUFxcXFxcUFBQUFRcXFxcXFRcUFxUXHCYeFxkjHBcUHy8gJCcpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PFCwcHB8sLCwpLCwsLCkpKSksLCksLCwpKSksKSwpKSwsKSwsKSwsLCksLCksLCwsLCwsLCwpLP/AABEIAIwBaAMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgEAB//EAEIQAAEDAwEDCQQHBgUFAAAAAAEAAgMEESEFEjFREyJBYXGBkaGxBjLB8CQ0dLPD0eEUI0JSYvEzcoKSskNkc4Oi/8QAGQEAAgMBAAAAAAAAAAAAAAAAAQIAAwQF/8QAJBEAAgICAgEFAQEBAAAAAAAAAAECEQMhBDESIjJBUWGBcRP/2gAMAwEAAhEDEQA/AEymFHZUmhO2lszJNukTDVd+xPd0I/T6QdO9N44AFzcnJlLUVo6mPiRirm9ieCDZ379/ldVvdze3f45TWrp9x7vyQ5iAtjrz5qqMX2PKugGc7QFskjvva3z3q+j0+wud/BECIA4CtAKdLY3wExQ3zxz3kZ87oqFqBp3EX+epHQSpisv2F0BWgiy5thENA1QEDUU1wj55MqjYSMZIDYzoO44P5qTmnZ2TvG7O8dqIMd1Hkj87wkbGcLAW0d+k/kiBpYfvJwEbAwXyO/cri3Zd1FVS6Cu9iGp0kt3Hxyl0rS33h37x49C1kqXVtMCE+PPOH6iZOPjyfjEDiuWXHMIds+C9ZdaElOPkjkTg4S8WW6kPoQ+0/gpE1Pa76kOn6T+CkrU5ETaptK9BEXGwytDQezoI52Vny54Y9Psvx4J5Nroz0+7CnokGzKDki9vX8ytuz2fiA90eCpn0hrRcYtwWeXI89JF64/j2wKWq5jL8LHuP6+aChpL7IObAeIuFc6I3DeF0RAzp70Oxoxo9+x4tZHUkdlWJEZE8FShgtrLjcuCDr8VZCFeWI2Chc6nzn9FCZpz5Ji6JCTDKRjpieopshLK2hAuezx6E/mN8IGaHaIHX89yFBsG08We3x80eTdvYoUdLna6De3+VvSo7dgb8PyS0VN2yl0txvxf57Eq1KLaON49DlMW0uLAnJBHd/dEM00Ec4E9e/qyEqm8e0P8A8lPRkXtVLwn+paPa5akMjSMLoYc0cq12Y8uCWJ76B3heXSvK8pGgKsgy8Dv+fNRsrqEXeT3eCp5DqFfY/Gjc7+h7TNwEcHoSE4U9tc90dLbCDlUzRBXRKMrU8XoradgmyrGBWiPCuZGpZZRXAyx+eKKbGosjsT8/PSrLphWRdIuRkqTl0KBXR4R8VxwUgvFqRsKRWGqdlMMUrKplqJwsuMqMzLfrlXQNUKkIfArWwNzkPPuU5HZVUhwiiPRn9Qw6/A+XSoEojUm70HC67R4eGFu4z7iYOXHqRfX/AFMfafwUna1ONQP0Nv2n8FJnnHbjxwtbdKzNFXSHmiwdPFaukGEg0qPmhO4X2XJ8b2zquVKkHlyHqBhR21CSRRKgbYulpecXccdy8GIvYUSxXJgo5CwIgRKEcavYFLJROIEIkSWVYcvFQBJ8qFc26usoOQGorDRZASOA2uJx2A7z6o9wS6SC7iDu3lADVljZxk9FtkDozkn0QYYXHqvdWsiubfOUVyYAQbJGCRVSxWddGNwhC7gpftCrdMtSorrd1lj9Wjs7tWrqH3Cy+t7x2psa8ZpoXI/KDiLHFeUXBcXVOSNwbDsRWmswgJDi3Gw80yo9yycl7SNXFWmxo1ytjahWusCUdStWRm2w2niwpSQ5RNLHhTljRXQnyBtiVrY1cGKYjUGB9hR5NFcmvckiAF2V3YRQgXjEoQoZGphiuEa7spWFFIiUuTVrWKWyloayMTFVVNwjoo8IesYi1oW9iOpCH20VVpdA+9+/yQSGbBa1u9K6d28cD6/JTerCTxYkI4j0P6rRgdTRm5CvGwvUfqTftJ+5SVguWjr9E61L6k37SfuUnpv8QdQWzM6gzJgVzRqtPwAmIkSuldhFh3Qua3o6NBAJKvDFGmYi2x5QSLCtkWFzkMpgIMLnJK1FTYKyFS5NF8iucmoQGaLKVlaY10RKEBXXuuiNFckpNjUDYLyKpfBm6Y8moGJQWxVFBZWSMRxgUH0+EA3sTyhCvdZMpoUunaqWi6ygvws/rYwU3LrFKNW3FOiv5FbjhcXL4HYPReXWRyWMpOjtTOmCWHeO9NqMblhz7mbeOqgg6RvMHaPVG07tyHnH7s9Vj4ZXqKS5VaWi1vZpKMYREsaHoTgI6RuEa0L5bBA1dsuNJByrgFWXPRHZUmtUg1TAREPbCg4KZKquiA8GrpapAL2ylDZFoU2sXWNVgaoSyxrcIKs3JidyXV5wnoRSENa7egqBl2uP9R+CnqE29T0xlogf5ru8d3lZK1SHTtgFWN6Sv/xW948k7qt5SWrFnNPAj1RhqSJkVxf+BeqfUm/afwUnovf7gm+pn6G37SfuUnoDzz89C25/YYuN7v4aWm3Imndzj1WHlf4qvT2XspW2ZnjsPiB+SwpWbm6HdI1NKaDpSyhcntO1FIVyOOiVbo0aWql7UWBA66Y1INXbJRmViJTZCpNRMTEyA2CuiUdhEyKoqUBMgY1EtV1l7ZQJZTyd1Lklc2NS2EUBsSV0VkkqgtTXQ4WU1F1rpWh4ytCa95HdVkt1Y4Kb0MN2vdxcQOxth63SfWTgqUMhXGcDsHovL0Z5o7AvLqro5T7GsTbu7k3pGJTSjnJ5StXPy+9nQwr0IMG5VaVH5Y8Fc42CJ0iDF+OUkRpjqkbuR3Qh6dqJG5FsrXYKLqbWr1srt1TZo7JhTUQpIpiMreUO057FYX5sh4H3umFQW1Taq2lTBStjpHbq5ipBV8LFEwNFj9yWVqavQFUxWplJjNWbm3EgeJsjxhoAVWsw2IPAj1U2nCEi2AFUtSTUo7DsWhqGpLqDMFKWEdVP0Jv2o/cJTpw51+tNa/6i37T+Al+mMWzkP0ow8ZbZqNOGAp17f3zTxb6E/muUIwrZxtSNHAev9llvRraGmmMWhgCU0IDG3OAB0qbNYubNHecX7kLoXxcuh0QqnhcoKnlOixG/9EW+FC7JVaYvAsVwq+eJUOUGPIiF6EJV1O/enQkjkz1EFRccrgUZEWNKkCuAXRMUSUYi0LzypzyhguUqm1qxPN81LoCg5dF1Usb7QNtdaple2S9t/Dp/VIdfgu09iPYFp0wBkezC0f0i/acnzJWX1fpWlkkuxvYPRZzVQo+yyIqYcDsXlwbgvLpLo5ku2OaD3in1MEi04c4rQUoWDJ7mdDD7EWS7k702KzQkx3gdaf0gsEiQJvYdGEQ1URIlgwi0KiiVirujXRXCqfEqnEvi9EGCy4964cIapnsFEgSLNOjL3uPQMd6Glj2JXN67jv8A1ummlMtG3rye/KXaziVp4t9D+qdrQiey1r1NrkPC5FxNVTLUTiajYmKuGJEgJooSbK5Ag5hhGyIOYqxFTM/rUN2Hs9MoGndhOtQbcFIqTd2fBBlkGSqEm1BuCncyS6gEEWglcfoDPtP4CH0kK6v+ot+0n7hR0cYC15/ajFx+2aKl3KyiN5HHhjwCqiGFHT5ec/8Azu9VnSsvkw7UqouJaNzBe3FxFx4C3io6M4u49YcFIwc8u6HWvbqx+Sc6fTC4AGUHHZdDIoxGejR88m3QmtlyjhDRj+6teFYoUZZTt2BTMQMosmU5CWVTkHEaMgWSVSikucIOeWyZaXSnZ2nb3eQSpBYM2W6sa/Kq1FnJyX/hfkdR6R8V6BylEsYQhGMCDjci4im8RbBNYiJ2eGfFZzV7hmN/FbeeEObZZuvpxkEdiEoFmLLRk6OrJO0D7pwfnwTGulDmX6CLqmpithtu5VVL7MtwCkYhzTTdgMZ5g6seBt8El1Nu9OKV12d7v+RSrUm4KQMRCDheUQ7C8unHpHMl2x/pzc3WgphhJqGKwCc0+5c2TttnSgqikSLue1PaR+FmqiSzmHrt5E/BOqafmp4rRTN7HDZbK9lTlJmVF1bEVGPGI+gmurSy6UQykHGAj/2vCFEeiqqZZJas3s0dJA8TZM6ifflLKXnTDg3PfuH59yDjQFKx2JgAAOhK9XdfYdwJHiL/AARzo0DqMN43W3jnDuz6X8Uljl1I26awxJDp09wE6jqLDJT+IlsKLrKp1YOKDq6rawhjLxQLfHWxnywQ9Q5AtqbHqVj6i4TpFTVAtZJhJKV+/tPqmFfNhJ6CS4J4l3qQhJaJDsOmclVeLgpk8oGqaqzQKK/6i37UfuVLRG80Lmp4ogP+7P3Ct0dtgFozO4xMuBU5DyNuEqgqNiokYep47HDf/uDk3Bws57U07xs1EQu+K9x/PGfeb3b0kS2Ss2NHPdOaSosV8/0fX2yAWObAkXyLrS0updatKKNjHVKZq+hZ6HUOJXXaoB0qC0OJalK62tAGSl1RrVzstBc49Dcnt6u3crKbSHPIdNu/kBv/ALj09gwlbQ8Y/ZZpdOZnbTsMG7r/AEWhA8FVBGGjh1KRlSWOyqvo+UYW7iMg8CNyQU9WWuLXYc3ePitJynWlmraUJLOB2XjcfgR0hSyL9JRVSPhqgskax8RtINngf4T2O+BR0ep3G9OiuSaNFLXpVUzBxzkIR+pBL5dQGcpxUX1TwNwCzWtagGMcScAE+Ct1HWmtBJIAWWpJ3Vs+4iCJwLif43DLW9gOUH0NFNs09FEWxMB37Iv2nJ8yUs1X3SnD3YSXUzgrOzVEzgXVy68unHpHLl2zbU0OEZHhehZYKLjlctI6bYNqwPJktyW2cBx2c27xcd6uo9QDmAg3BFx13yCp1HurH0mrCCd0DjZjjtRnobtHLDwF72PXZXQKp12bqlqEXHVi9rhZ2lquJ3L0rpBJdoFj4hSi6KTNeJVOSswlENRZu9UVWoY3qUKxhU12L3witLi2W3O92T1cB3D1KSaZGZCHH3Ru/qPHs9ezfooxwVc5WCMaL9pRXg3tXC1VjWJm/u5HM6N7f8p/LIRoqybWUNVpttuPfbkcOtt+BSmhrckHBHQcWPSCrU7QlbseOnwh/wBtHEKgzJKxr+UFwBYk7V8ngLI0XRprbNC+TCpZV43oKoqTbehH1VhvTJFMj2uakI2OdwGBxJwB3kgKvTW2Y0cAB28SsVr3tEJZ42NN2Ne0uPQXXsO4evYtrQbgpNaFxsPKpmjwp7WVa9uFQy5MR6nD9GaONV+Ap6fHZH1VPenHVUfgqtkVkzbdfgqSTYYENVblbFJdUVzuamQDMU9HG9xBFtlxALSWuGcAEdFiMJvFo0zcx1B7JGB3m0tv4JDpk15ZhwkH/EfktjQyXAUemC7BoKOovmZg7I3H1fZM6TRrn95JI/quGD/5z5q0BF08iDkwjChpWMFmNDR1ADx496YNKAhnRkcyFistsuFqiH8VMFSyHnBRK64qBepZCieIEEEX7UjrdFj/AIC6M/0EW/2kFvknsj0vqHqWFGWq6OUe7KP9Ud/MOHolctHO7HLADqiz5vK0tW5APdYFHyZHX0ZSv01rcuc6R/QXm4ud1miwHgn+m0rY2BrQABw8z2lKKqS8zR138M+tk+phhMQtkdhKa0XumkxQU0VwkY6MnMLEryu1OOzl5dHE7gjn5VU2fQInYXAzK5FuUguZE6MiurGCvmepQ8rWgW5u21t+jGSPC6+j17uaVi9IyHE7+VcfMhacfTf4Z8j6X2xoKKRnOjO2P5HGx/0uPofFXs9omtxJtRng9pb57j4o6m3IsKlSousWD2ga/Ee1IeDGl3idw7yiqWkdIdqWwHRGDcf6z/F2DHaiHBWRYsg5NhGkD0xgkSmByPhKQDDtpRc5VBy88qAITOSDVqO522EB44+67qdwPA+qcSFAzFFBEjdbDTsy3jd0B9hfsducOwlWnURb4ouSIOBDgHA9BAI8ChHezlMf+jH3Cw8BhWeRLFtXrbQbbV3cBl3c0ZWc9p9SmDGixja64z7xHA/yreMoo4wRGxjB/S0N9Fj/AGxhDjGD0vt4gp4O5Irm/SzM6fppex8m4MFx1kZX0zRZdpjTxAKQfs7WxljRZuzbyTD2TkJp4+wDwwr8ypIz8eVtmhtlXg4VXQrBuWCTN0UdMd4P/f8AhKt1PhXsH0c/+f8ACXRuToSXYIyEjehtQwCmTkj1qQhrjwCsQpk9CF5J3cX47toLW6bN0LIeyxuJO0fFaWnxlDIvUCPRpI3qxrrJdSTko9IxkGwzI2OVLoUbElGDWPVocqY1MKWIec9UySqUiHepYSuWdL550XKcJdO1MiAkzrpXXzWCYy7kk1I4RIZsVf01o4NPic/ALbUxwvnlKb1ZPTtuHcMBfQKQ80diukqoSLuy2SG+F50GLYRAC87cqmWIx/tBDYgriu9pdy8tfG3Azcher+H/2Q==&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRAjWjU7Ll_YedqzNa_N1NqHgHjs6fbC4Axd2qLDjpc57cyj3WiH4B2PQY6&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRAjWjU7Ll_YedqzNa_N1NqHgHjs6fbC4Axd2qLDjpc57cyj3WiH4B2PQY6&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTDmPas_jQR2bkqNs62MV034-MJSvY72QqeUn5dzc8CCVmFSlJOphaCCB2r&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTDmPas_jQR2bkqNs62MV034-MJSvY72QqeUn5dzc8CCVmFSlJOphaCCB2r&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR7NM9LhTbJxlniW1QSgomTB09NFZq_Wbccebc_YK4D-0Mr1HlmQngUQ_D4&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR7NM9LhTbJxlniW1QSgomTB09NFZq_Wbccebc_YK4D-0Mr1HlmQngUQ_D4&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRv74jH_ZWylZjmMWwKKD2583kQY2bswGru6CpKsBjk47LCDcjN0w&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRv74jH_ZWylZjmMWwKKD2583kQY2bswGru6CpKsBjk47LCDcjN0w&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRWltCIhFxqlgWpoaCj8bLDrS6ZpMFWF5bbOvKbJjwR47d6DRnctg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRWltCIhFxqlgWpoaCj8bLDrS6ZpMFWF5bbOvKbJjwR47d6DRnctg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQZ9Zvl9PyWiWNI3U9cFkgOOhtSg_mk0FqUcvXVpfaay2CneRs65MEIOzY1LQ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQZ9Zvl9PyWiWNI3U9cFkgOOhtSg_mk0FqUcvXVpfaay2CneRs65MEIOzY1LQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSZV51CRXd1xzfOSd68NyUPcbaleKJuupk_tNZ6S7WNyDq05xw7&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSZV51CRXd1xzfOSd68NyUPcbaleKJuupk_tNZ6S7WNyDq05xw7&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR4ErrdcrKr1uc-lE1QcjdIKf6io0t2RAs323tHYkJ-PINov7zmpw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR4ErrdcrKr1uc-lE1QcjdIKf6io0t2RAs323tHYkJ-PINov7zmpw&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRj33cH7vJ3tDB5D4tDPcYSJYZhpx_mEfaDEK0POrw1uIHM79P_&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRj33cH7vJ3tDB5D4tDPcYSJYZhpx_mEfaDEK0POrw1uIHM79P_&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQYyAJkNYWrVSm997xJIr38ERL4AmpwNfz1U5hALe_83Pjiqlhw&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQYyAJkNYWrVSm997xJIr38ERL4AmpwNfz1U5hALe_83Pjiqlhw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRf6iqbYkNsyxR3VwZtRKP9QL_mC5cHgBOEQTi-PSArZWwtnb7r&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRf6iqbYkNsyxR3VwZtRKP9QL_mC5cHgBOEQTi-PSArZWwtnb7r&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRGQ1x_8cx6bU2Zh3N_GImn11D6-jxjSx3bFevRCmFia4IT6ugI1g&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRGQ1x_8cx6bU2Zh3N_GImn11D6-jxjSx3bFevRCmFia4IT6ugI1g&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRUiVZLyLRUGDd7sic3XFOglWN2MO4VfbWYsxW6wfhgaG4xYCOw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRUiVZLyLRUGDd7sic3XFOglWN2MO4VfbWYsxW6wfhgaG4xYCOw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRDhdYWIVu6X_pjQw0pJfLncSMPpm9N8co1niOdXCjOn4CQODV9&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRDhdYWIVu6X_pjQw0pJfLncSMPpm9N8co1niOdXCjOn4CQODV9&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQHGk3aSgNc1Oauo3zn79mK-82fk1qGO6wG9MrxkiM5XHShdjme&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQHGk3aSgNc1Oauo3zn79mK-82fk1qGO6wG9MrxkiM5XHShdjme&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR2nu3GMnPMOVIBH1r6gHbEo7gPf_LvhKa-H9WECVHecXZg7xLm&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR2nu3GMnPMOVIBH1r6gHbEo7gPf_LvhKa-H9WECVHecXZg7xLm&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTZoKOyzQBYRqMKYfdj6QZ3wm1pHD3nsfkhVN8zpTkUoTnwXt_SrxpHmauE&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTZoKOyzQBYRqMKYfdj6QZ3wm1pHD3nsfkhVN8zpTkUoTnwXt_SrxpHmauE&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRdZj598u_GcJSqWa9tBNU_1RMpZywcMgeBt0KsW2tL0stU-6w1&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRdZj598u_GcJSqWa9tBNU_1RMpZywcMgeBt0KsW2tL0stU-6w1&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTQ9dWL32Fzhz-tV4ePagBGIyf7h8fCRdW4srPiBZ4jxCJQEvWk6YYiX-mgQw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTQ9dWL32Fzhz-tV4ePagBGIyf7h8fCRdW4srPiBZ4jxCJQEvWk6YYiX-mgQw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSfwLkA_hoyw7wTbUCM8e-hIILnfd3U2KbJ_Q8dmYwrwQ9BmLSW8w&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSfwLkA_hoyw7wTbUCM8e-hIILnfd3U2KbJ_Q8dmYwrwQ9BmLSW8w&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQ38vTo9SJySXiBj4K5kxIBsa6-2fqPLzFnUceHdmF5D-dNiM063w&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQ38vTo9SJySXiBj4K5kxIBsa6-2fqPLzFnUceHdmF5D-dNiM063w&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT2WOvaFhkGKZhgNJpdHWKShMM9vDu0d9DSqEbqLH-2UyhokGEW9bqDduYZ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcT2WOvaFhkGKZhgNJpdHWKShMM9vDu0d9DSqEbqLH-2UyhokGEW9bqDduYZ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQp9ThWIX9I0CtAvNiUsBpi0XUhsr9sKGUMYKNy2KlYdYte65UdGQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQp9ThWIX9I0CtAvNiUsBpi0XUhsr9sKGUMYKNy2KlYdYte65UdGQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSAjdPlJeNnwMciF73B0jqa2RjMoPo79IcS0C0-Suj-xoRCcdQ_&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSAjdPlJeNnwMciF73B0jqa2RjMoPo79IcS0C0-Suj-xoRCcdQ_&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcShbXGngXQmwgIXs5L3M_jYcCMZkmV92T7RdNxJ49JSHDhWWpfu&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcShbXGngXQmwgIXs5L3M_jYcCMZkmV92T7RdNxJ49JSHDhWWpfu&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERIUExQUFBUVFxUXFxgVFRQUFRQWFBQWFRUVFBUXHCYeFxojGRQUHy8gIycpLCwsFR4xNTAqNSYrLCkBCQoKDgwOGg8PGikcHBwsLCkpLCkpLCwpLCksLCwqKSksLCwsLCkpKSwsKSwpLCkpKSkpKSwpLCksLCkpKSwsLP/AABEIALAA4QMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAAEBQMGAAIHAf/EAD8QAAEDAgQDBQYEBQIGAwAAAAEAAgMEEQUSITFBUXEGImGBkRMyobHB0RQjcvAHQlJi4ZKyFTM0gpPxFlOi/8QAGgEAAwEBAQEAAAAAAAAAAAAAAgMEAQUABv/EACURAAICAQUAAgMBAQEAAAAAAAABAhEDBBIhMUEyURMUIjNCBf/aAAwDAQACEQMRAD8AoDBqiQ3RQNGqKaNArSAxrgNTspg46WaT6Ba4bTe0fmOw90fXzT2pYALWXLz66SltgdLFo4tXP0SPieRrp4A/XdBsw43NhrzvqrEynzcFsaCy58805O2y/HijFUkBUMD9styL7b2ba51OuhGyneCBzP2Uphdtf6rSWJ/EpTmmOSpULJqTNrbW/Hl91FFQ2Ohsm7KQu3W8lDl2WrI1ynQEop9ib2D9rA+I0UTwQbEWP725p5TWzaqDG6a4uN9wrcWtyRa3cojyaSDX88MRVKHqW90qed98viFFUN0P74LtN3GzlJUzoVEPy2fpb/tCJAUFL7jP0t+QWk9Yc2RmruJ4N+5S55I447pBQg5yqIYAhpcSaNB3zybsOp2UTsOLtXEnqTb0XsdCANNFzsn/AKF/BF8ND7NgGIzPkFiA0cLan1P0QTaQloBvZvE+JuddzqnEkKhdh+bn+/FQyzzn8mWQwxj8US0TbNt4IuGLK3hfpqhY4Hs1tmHh73mOKLic0i+b6WPiClclCpglWNCFXHQ2lJI94EW6j6bqw1zrHfXlufRBtoiTmduf/wAjkPqmQk48i5pS4F9HO6NwJs7rv6jontLiDXae648Dx6HigvwwW78PaVZj1kod8olyaWMuuBq4LUjVL46F4F2vcPO49CpqSsu7I/R425OHMePgr8WrhkddEGXTTxq+wmy9Xq9VdMmtFDtr5lSTHugDdxy+Wt/h81qRqep+a9DrytHBo+Lj9gkZ57cbY3BDfkQ7w+PKNOSnp4zI6/C62oorjyW+CzgMF99rdNCvn2juDSClsoqqNHxG4WkkV0qQcWLoYtQo5oe8QjoocrgStXMzuJGxJsgDsFgg1RDqa6KbT2CwtRRAbK/X0+XUcFDM/M0HwTOvlBBHJLWR/lNPMD4ptAlbmjs8jzH1XlUND++Cmrf+Y3rb1WlWN/3wXb0s92Kn4cfUR25b+y7vnyRNI3LWhvUgKTC6WyCa7O9g4Ma0f9xaL/ZOKPQLna3JvnS6RdpMe2NvthE5ACFjbdeSTZnW5Iynp1DRWQGm8Fp7ApoYkPKLFeYaBCXBD1UGcWIseY0OnimbYr2W74rBDZtFe/4e27SRqza2lze9zzKK/D3Rj4VJAxbbZlJC19FZQkWTx7EBU0+iO7BZLTAOak2MwkHM33m6jqEbQVGUlpXmIsvdFG07BatUK/8A5Qz+k/vyWKD8GFiv/bmR/qw+hNx6/Va0QvK79VvQALHFS4My73H+53zVmt+CJNEv7ZZo5BGy/wC7qTCMPtdxGriSfM3shGH2j2t4N1PU7en1VnooNAFx6Oq2exxFTiHRGR0y9fTWSpIJCOvFgehXmDs7jeg+IUmMssxx5A/Je4NF+W3oPksS4DDDDuhZ4rJo2LRQywLUgGVDHaElpLdD4KGGYOZysLdLaWVhrabdVh7PZyHk75/u6YYnTEWMssSfP01Wtbx8vkpsfHdJQlQ/QdB/tC6ei6Zz9auUy3YNH3Rzt809ib3UlwsWaOg+SfNZ3D4grlz7OjBcAGHC5J5klPodlWsLmsAOKfxSoGjbC3BCyR6qcXXns77oGamQRtRU8WgUTYtVJNUZrAcEKCBSxeNZZFshW0kCKJjYM1RVEWhXsrSNUNNVJiQNiqZtpm+Nx8ERUjRCSyB0sVv6tfK6Prm2CL08uhb6rFpnXqMAq19ETgR0cfElAySWaT4fHgmFJFkiHRdPXS6ic3Qx5bH+DN0zcTr6q3YfBoLqmYTVgAC/JXPDKxthtcrmnRS9HcUF9xstZ4EVSyDmF5WzNA4InBUYnyVPHG7N4uc0epH0BW2Bju25Ej0JUUr/AGs+m0f+4jQehJ9FvQvySuaeJzD6/FKS8GseshuFo6l5I+hF1pWmwKbs4sTu5K9Wx2uqjjUe55a+ituJ1gA6qn4rUAh3QoQhJjHeYeiWvddrT4D5BNJIrx+QSgHujwuPQq3Rvloj1itJl8wtvdb0HyTlz8rb8LJXhmjG9B8lNicloyufLs6EeER4dDudrkn1RUOIhzrNBIHHn05pdVVOWB1tzYeRNiosBqmscb3+luFlsYbgUy90cQc0EcVtJAicElYYxpYHX1RNVG217rJYvozdzQiqBlQGFPu433PeHQ/+kRisuZwjZ7zjboOJPkp6mjyNY5g9wWI4lnL6pdUhljGOHRbOptF7QVjXAG6KklHBHGCoW2IsVhDGklVd1W0myf8AaSU5PnxVClmIfpfTXUbG/A8UxRTRofAzLUA33vbr/wCk7qNWpJiGgDhuLO9NU2jku0HmAfUIWjYvwD9n4LER7RYtPUUK98o5ub87ptXRExm3LySMy6stxcPhdWZvear9Z/oiHRf5sVYfV5HgE8vRWzD8QA1BXPXw5p3XJGXKBY7Egkn5JvA+Xutbl0HvEnUeLQN/gkSgimGTw6VR9oxbKdFk2JumOSPXm7g37nwVPw/DC4gyvLvBvdb0J3KuGH5WtAbYAclPJ1wNVMOpsPDGgDzPEk8ShcRor6t94ajkeYPgUcydQzzBAeI6DHRsdCNCDwPIrzEsZDWnW9/3qlOKQB2urXDYjfoeY6qqV9RM0m4zjm06+bT9Lpqe7gHhdjetq8wuT++KqeLVmuVp1doPP9/BbzYs6x/Lk8O7x4BLqCkcZrucCba8hc/ypqgkrYMp3whzh4IZZ3DTySDEH5fa24Xt5gKy7MJ5A/Dkq9V4Y54ec7ddbEG9rbLcEkpWBmxuUUkdEw9v5bP0t/2haYie6QdrLyCS0bP0t+QQGJ1lgfBTdsoXCB8OxRr88TtwbdeOhTChpGNd3jcenqkGGUmZgvxGY/qeb/AW9EZDTuJtmdbr9UyVJ0BBui+QYw0DdD1GNOkNo9fkOpSbDsLB9656m6s9DRNaNAktjCChoyw5iSXEangfAcgmBmNlu9mijQ2eFlTmjdmYNDu36hTQ44HDQ6jgd/NEVDLhIcRoQddjzGhC1M2g2tqg64OoKrrMMbmzE6X0A+6ErKmVlxfMPH/CgdPMW6ZR5kn5JqXALYRitQHHKNybD98k3p2WaByA+AVcoIC2RznuzE2seQ4geCsENRosk0eUWmEZVii9usQ7kM/HI5f+IaHx94WBPEclZ48Sjy/8yPb+tv3XOli6uWH5JbmcjFP8cdqLJBVN9pI4ubq8W1Gwbv0TaDEGAjvs/wBbfuqKt4oi4gNBJOwGpPkhnjUjY5HGzrVBi0JGs0Q6yMH1Tyjr436Mkjd+l7XeWhXOMB7Avf3pu6D/ACj3vM8F0HD8CZCwBjQ221vrzUksUV0yuE5PtBM1bJezI3O8SCGjzt8kpxLFpYyA9tttRcj4hXCF3dCqvbHgjjiTPSky79pqSCKOqMkLYYooGujmuW5pnXtGLmzrnKPNB49hzG1FJG2hYYJHU2efWwL5LGO1+Og/7kPjfaOlMlVMKv27JaX2ApQJCxz7Gz35u63fe17EpX2mr6Y1lFVnE2tZD+EDqfLMWvMcozvuDlBAcT7pPcVGyJJvkGy4NFLXyRyUIgpqUTSl4D2ipZGAA250Lbm5seA5qPs3gdHiJoK0U0cYc+eGWJpJiJYx7o3DxFvO/gqtQfxHjGNVnt6mR9DOJ4WuzPcyJktsrmNPut0toOPgnHZftbh+HHD6NtYyVkb6iaecNe2O72ObGwaE37w/0+KNRSBcmyx4ZgNLM+kdNStp5JJKlnsHZgJY4g60ns3ai2Vpv4+IXMO01E12K0cNRRCghfKxjgwke2jM2UyX4aaaK49mP4gUcn4OerqmCemmq2Fzw4vfBKJPZ94N1bqweXVVihxKko8YpKmSvFdETNd2WU/hi4ERmzybgF99NspO9l5RSNc2y6du4YoY2xiOOOdrnkRxEkilZo2SRtzYae8fug+yOFwVVBL7VrXSVP4hkDjqWmGG+Zljvcu/0ITF+1dN+AqWGtpp6/2EsEc4EoMlLLIHGNzi23tcuYAbAka6kqLs5/EGio48FgHsZQxsjp5TnzUr575w2wsT33A6HQIFiSdhPK3HaORLHBhdDUMoGTiSHPK85h7MNaDme5twNL6nkmzailcMMIooga0gkgk+zALSQNO9cG3BJO0U7fwNJBTVBcxjZWPEbnta5jjoHN0DhbTXxRoxGFowa7wPw/8AzN+5o3fRC1G2at1Ie0dMDXOifRNijaycxu1ImyOjDSB0d8VNVMZ7GGTJ7F7wc0ZuLWOhsdR/lLKKugjrpaj8cJGvZOAwiS0Re6NzQCbj+U7AbLeap/EUtM/PmmaC2S/vEAnKXHjtfzQTxpxYcJPcbOkF9CPUKJxS2RjwvBVuG4SFp4v0p3v6DZpRzHqEmrng3s4HnYgqRkgzOuNDqEudAWuJAvmXngS9Pfkf0J6uBznWsbX4AlaV+KQxMIzsuNxmbmB6Xunma1jso8W7MQVTLvb3raPbo4efHoVihH3oFzfhRsOxNrpHPc9reABcALbg777/AAVipMWiBsZYv/Iz7rnuOYO6mmdG7Xi0/wBQ4FLlU8MZdE6zyj2jsH/E4P8A7of/ACx/dYuPWWIP1V9h/tS+jFixYAqyMYYPhD6iQMZ1J4ALp2AdkY4Bdou7i47n7DooeweBCKIZh3nan7K+x0wyqebcuPC3FBRVvsVQx20sic2i0qI7O0U7JNNUKQ0yOpGx0QVdTNkNjsp32UTivXRlWK6XCGAG43PwUzMOiJLSA4HgQCD5LaoeVHTCziUv02qKd247ERsY6anGXLq5l7ttxLeXRc+XZO0VX+VID/S75FcbVWNuuSPKknwYsWLEwSYnPZTD/a1LAdQ3vHy2+KTK9/w/oLNMh/mOnQIZOkHBWzomG0bcoFkyfhkZAuAltM6yLExKVSLDQYewHQI+BmUWCjhjRNkHTPUDylDPRUoQzgscgkgV7EFOeCZSBLqkaoWzQKRuyYw1IDEHluoZpLArLAZTP4jSBzozx7w8tFTU/wC2M+aVo5Nv6n/CQKuCqJHN3I8svV4sRgHifdkMG9tMHEdxhBPieA+qQhdW7JYX7KFg42ufEnUoJukNxxtlpw6HK0JiKiwshYhopQEpFdG5bdemNbxuC3c1YbQC8WKjLUTIxRubohYSFtQ3VeNapQ3M7oskjshaPMrvarSN5/sd8lyhdL7b1GWB3iLetlzNPxdEWbsxYVixOEkkEJe5rRu4geq6z2fpAxjWjYABc57LQZqhv9oJ+g+a6lQNsErI+SnCvRqwIiJqghU0j8oul2PGEKnsl1DU3ATJhusqzSGUIV7Ee9igfEgaNTBJBZATtumNQ3QoKj711i5MAS2yGqhoU2qIEqrRoUJjOWdpJL1DvAAfD/KVIivlzSyE8XH5qC6vSpED7PFiy69WmBGFU+eaNvNw9BqV2PDB3QuT9l/+pZ4B3yXVaGUWCVPsrwdDmKRT5tEBHJxUdRXWFhudB5oBwXhtRcu6lNQ29kqoKUABOYmLxhGYlDLFojsqikjQs0R07LTOHMAhGVMGiFxQZHsfyOvQpmdWr1WjW+Dnnb/Di+nJH8hDj0G/zuuXld6xCAEEEXBXFsfwz2E72cL3b+k7I8T/AOSXNH0Wr0rFieTli7Fs/NceQA9T/hdKpdlzbsW+0j+g+ZXRqSXRJn2WYviM6dy9r5e4fT10QzHoeoqbua3xuegQUMGmGAgAJ5CEsw8XCcRM0R0Cj3KonsRJC0e1BIJC2oZogcLaA51+JPwsmdSNEkbJlLXf3uHrohieY1qYUkrqfdPPa3CDqIrr0onjiHaTDzDO8cHHM3odx6pUujfxAw0GO/8AM3vDpxXOVRjlaIpx2sy6xeLEYA07M/8AUN6H5Lo9NMQAuY4PUZJ43Hnb10XSqZ4NrFKn2VYeg78dYISlrQ6bXYadCfrZa4hKGMc47AElIOxGLB75mP8A53Zx4cNOmiFKw5OmkdToOCcRs0VcwSq0sd2mx+/pZWWE6Ikgzz2aikCNy6KCZY0YIMZbcAcytKKsu0DiND5L2tkzSNHK59Al1WTG7ONv5vuhXAS6Daty5l/ESnF438blp6HUK9zV4I3XO+2lT7SxDh3XWtfXbeyJL+rFZPiVRYVixOIx52SP5xH9vyIV/ppdFzns1NlqGeNx6rosTUqfZTifAYJ0NT1F5iPAev7Ckl0F1XcJxMPrZWX4DL1adfn8EKGydHRcKmVigtZUanmdE8F2rHbOHA8jyKtVDXAhM7BTGZYgq2sbH7x3RcdYFVe1r3F4LAXbbaaefiglEZHsb1Mml76JM6PNH1Lj8TZRurSIWN3cbAW8dEwENmtHIAJdUZ6CU1bwO436qZ9QleKxEEubv8D/AJVXrO2jYyWvDg4cLX+KYuTG6GfahzSwl1iLWIXKJbZjl0Fza/LgneN9qXzjKBlbx5lIkyMaJsk9x4sXtliIXZjXWV5wHEs8ece802e3geThyVFR2D4iYpAeB0d0QyVoOEqZ0eaMTRlp2I1VXwHBzHWPGuVoNj4ONh9fROqSruNCjcKZdzz0SU2ipxUqY1jkdEc+4Fg63Lg4dOKs1BiYI3SamGlio5MMLdYnZf7Tq3y4hFFm9FqlxIBpPJIKrtRa+3qgJY6hwy9zrmPysvcL7Nhr88jvaHcC1gD9VrZqaGWGsLgZHCxdsDwG/wAVHiGxTGR9kpxCTuknglmHLu0uKSwzOjY8hhAIGml+AKrLnEm51KsHbPWVp5g/v4qvJ8eiSd2eL0LxYEQBJFIWuBG4IPoum4PW52tJ2cLg8+Y6hcvVv7KVuaAx8WOzDodfugn0MxPmi41vuG3Jcvo6sw1Aedw/vdCdV0ynmD22Ko/bLDg14e3Y6H6IYDcq4v6OlUU4eyx1a4et+K29lLF7nfbyvZw+6Q9kKvPBGfCx6jT6K1RP4FeujVyDDHnN3Y8H9LlpNissosyNx8XDKB43KPe5RNnKxyDN8Ow8sOd5Dn24e63p4+KOe7RDNnUdRPogfJoJjEndK5L2lZ+YHcy74FdNxOS7Sue9pIfymO5PcPVFDhicvRXFixeJ5MerFl1i8eP/2Q==&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTGPrZt9u8yFCCE9_D34dkllvKcCq1z-d0bwhSVRIOxV-_a8jfGSVqyFcmk&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTGPrZt9u8yFCCE9_D34dkllvKcCq1z-d0bwhSVRIOxV-_a8jfGSVqyFcmk&quot; /&gt;&lt;/div&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;2&quot; cellspacing=&quot;2&quot; style=&quot;width: 390px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt; &lt;img alt=&quot;breast reduction surgery photos&quot; border=&quot;0&quot; height=&quot;50&quot; name=&quot;breast3&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds3_pre2.jpg&quot; width=&quot;51&quot; /&gt;&lt;/td&gt;       &lt;td&gt; &lt;img alt=&quot;breast reduction surgery pictures&quot; border=&quot;0&quot; height=&quot;50&quot; name=&quot;breast4&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds4.jpg&quot; width=&quot;67&quot; /&gt;&lt;/td&gt;       &lt;td&gt; &lt;img alt=&quot;before breast reduction surgery images&quot; border=&quot;0&quot; height=&quot;50&quot; name=&quot;breast_reduction5&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds5_1.jpg&quot; width=&quot;51&quot; /&gt;&lt;/td&gt;       &lt;td&gt; &lt;img alt=&quot;before breast reduction surgery picts&quot; border=&quot;0&quot; height=&quot;50&quot; name=&quot;breast_reduction6&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds6_1.jpg&quot; width=&quot;60&quot; /&gt;&lt;/td&gt;       &lt;td&gt;&lt;a href=&quot;http://www.plasticsurgery4u.com/procedure_folder/breast_reduction/young_macromastia.html&quot;&gt; &lt;/a&gt;&lt;a href=&quot;http://www.plasticsurgery4u.com/procedure_folder/breast_reduction/young_macromastia.html&quot;&gt;&lt;img alt=&quot;before reduction mammaplasty picture&quot; border=&quot;0&quot; height=&quot;50&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds7_pre_1.jpg&quot; width=&quot;56&quot; /&gt;&lt;/a&gt;&lt;/td&gt;       &lt;/tr&gt;
&lt;tr&gt;       &lt;td&gt; &lt;img alt=&quot;after breast reduction surgery photographs&quot; border=&quot;0&quot; height=&quot;50&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds3_post2.jpg&quot; width=&quot;51&quot; /&gt;&lt;/td&gt;       &lt;td&gt; &lt;img alt=&quot;pictures after breast reduction surgery&quot; border=&quot;0&quot; height=&quot;50&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds4_post.jpg&quot; width=&quot;67&quot; /&gt;&lt;/td&gt;       &lt;td&gt; &lt;img alt=&quot;after breast reduction surgery pictures&quot; border=&quot;0&quot; height=&quot;50&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds5_9d_1.jpg&quot; width=&quot;57&quot; /&gt;&lt;/td&gt;       &lt;td&gt; &lt;img alt=&quot;after surgery for large breasts and reduction photographs&quot; border=&quot;0&quot; height=&quot;50&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds6_10d_1.jpg&quot; width=&quot;64&quot; /&gt;&lt;/td&gt;       &lt;td&gt;&lt;img alt=&quot;after breast reduction mammoplasty surgery&quot; border=&quot;0&quot; height=&quot;50&quot; src=&quot;http://www.plasticsurgery4u.com/images/br_red/breast_reds7_6m_1.jpg&quot; width=&quot;56&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRq5YUhznOYW39IZ8QrJlWfpUmJ3SMPWyVB75uiOeaQV0dil0cOagHPV5vL&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRq5YUhznOYW39IZ8QrJlWfpUmJ3SMPWyVB75uiOeaQV0dil0cOagHPV5vL&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;style10&quot;&gt; &lt;/div&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Results&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Procedure&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/381737285473552359/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/reduction-mammoplastybreast-reduction.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/381737285473552359'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/381737285473552359'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/reduction-mammoplastybreast-reduction.html' title='Reduction Mammoplasty/Breast Reduction Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-807861119071470983</id><published>2011-03-22T04:39:00.000-07:00</published><updated>2011-03-22T04:39:58.358-07:00</updated><title type='text'>Breast Augmentation Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;color: #a64d79; font-size: large;&quot;&gt;&lt;b&gt;Breast Augmentation - Increasing The Breast Size&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;style42&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td colspan=&quot;3&quot; valign=&quot;top&quot;&gt;&lt;div align=&quot;justify&quot;&gt; &lt;strong&gt;Introduction:&lt;/strong&gt; &lt;strong&gt;BREAST AUGMENTATION&lt;/strong&gt;  is a cosmetic surgery to increase the size of small breasts. In young  women breasts may remain small due to underdevelopment of glands for  genetic reasons. In grown up women, breasts lose their volume due to  multiple pregnancies and repeated lactation. With advancing age also the  breasts become small and start sagging. BREAST AUGMENTATION is a major  surgery designed to increase the breast size to desired size. This  surgery is done under &lt;strong&gt;General anaesthesia. &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Breast augmentation is done by putting silicone  implants under the breast. There are different types of breast implants  in use nowadays.&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot; valign=&quot;top&quot;&gt;&lt;strong&gt;1.&lt;/strong&gt; Silicone gel filled&lt;br /&gt;
&lt;strong&gt;2.&lt;/strong&gt; Saline filled&lt;br /&gt;
&lt;strong&gt;3. &lt;/strong&gt;Shape implants like ‘pear shaped’ &lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; valign=&quot;top&quot;&gt;&amp;nbsp;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot; valign=&quot;top&quot;&gt;&lt;strong&gt;The surface of silicone implants can be smooth or textured (rough)&lt;/strong&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td&gt;&amp;nbsp;&lt;/td&gt;                     &lt;td height=&quot;20&quot;&gt;&amp;nbsp;&lt;/td&gt;                     &lt;td height=&quot;20&quot; valign=&quot;middle&quot;&gt;&amp;nbsp;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td&gt;&lt;img alt=&quot;Breast Augmentation - Increasing The Breast Size, breast augmentation surgery india&quot; height=&quot;90&quot; src=&quot;http://www.vitalclinic.com/images/breast_aug1.jpg&quot; width=&quot;255&quot; /&gt;&lt;/td&gt;                     &lt;td width=&quot;3%&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;                     &lt;td valign=&quot;middle&quot; width=&quot;44%&quot;&gt;&lt;div align=&quot;left&quot;&gt;&lt;strong&gt;TYPE S OF IMPLANTS&lt;/strong&gt;:&lt;br /&gt;
&lt;strong&gt;Picture 1: &lt;/strong&gt;Saline filled&lt;br /&gt;
&lt;strong&gt;Picture 2:&lt;/strong&gt; Silicone gel filled&lt;br /&gt;
&lt;strong&gt;Picture 3:&lt;/strong&gt; Shape implants&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot;&gt;&lt;br /&gt;
&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&lt;div align=&quot;justify&quot;&gt;                       &lt;div style=&quot;margin-left: 4px; margin-right: 4px;&quot;&gt;&lt;b&gt;Position of Implants&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&lt;div align=&quot;justify&quot;&gt;Silicone  implants are placed either under the breast or under the pectoral  muscle (preferred position). Both placements have their particular  indications which are discussed during a consultation at the clinic.&lt;/div&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot;&gt;&amp;nbsp;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;                         &lt;td width=&quot;56%&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;img alt=&quot;Breast Augmentation - Increasing The Breast Size, breast augmentation surgery india&quot; height=&quot;101&quot; src=&quot;http://www.vitalclinic.com/images/breast_aug2.jpg&quot; width=&quot;107&quot; /&gt;&lt;/div&gt;&lt;/td&gt;                         &lt;td width=&quot;44%&quot;&gt;&lt;div align=&quot;left&quot; class=&quot;style5&quot;&gt;&lt;strong&gt;POSITION OF IMPLANTS&lt;/strong&gt;:&lt;br /&gt;
&lt;strong&gt;Picture 1: &lt;/strong&gt;Under the breast &lt;br /&gt;
&lt;strong&gt;Picture 2:&lt;/strong&gt; Under the chest muscles&lt;/div&gt;&lt;/td&gt;                       &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&amp;nbsp;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&lt;strong&gt;SOME RESULTS:&lt;/strong&gt; Before &amp;amp; After&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot;&gt;&amp;nbsp;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;                         &lt;td width=&quot;56%&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;img alt=&quot;Breast Augmentation - Increasing The Breast Size, breast augmentation surgery india&quot; height=&quot;95&quot; src=&quot;http://www.vitalclinic.com/images/breast_aug3.jpg&quot; width=&quot;179&quot; /&gt;&lt;/div&gt;&lt;/td&gt;                         &lt;td valign=&quot;top&quot; width=&quot;44%&quot;&gt; &lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;style5&quot;&gt;&lt;strong&gt;25 yrs old unmarried woman:&lt;/strong&gt; achieved very satisfactory breast shape after augmentation with 200 cc saline filled textured implants &lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;                       &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot;&gt;&amp;nbsp;&lt;/td&gt;                   &lt;/tr&gt;
&lt;tr&gt;                     &lt;td colspan=&quot;3&quot; height=&quot;20&quot;&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;                         &lt;td width=&quot;56%&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;img alt=&quot;Breast Augmentation - Increasing The Breast Size, breast augmentation surgery india&quot; height=&quot;120&quot; src=&quot;http://www.vitalclinic.com/images/breast_aug4.jpg&quot; width=&quot;181&quot; /&gt;&lt;/div&gt;&lt;/td&gt;                         &lt;td valign=&quot;top&quot; width=&quot;44%&quot;&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;style5&quot;&gt;&lt;strong&gt;32 yrs old woman, mother of two children:&lt;/strong&gt; Breast augmentation done with 220 cc saline filled textured implants. Patient was very happy and satisfied with the results&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span class=&quot;style5&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;h1&gt;Breast Augmentation&amp;nbsp;&lt;/h1&gt;Augmentation mammoplasty is the medical term for breast augmentation.  Also referred to as breast enhancement or breast enlargement, this type  of plastic surgery  involves placing silicone or saline breast implants either behind the  breast tissue or beneath the chest muscle to add size, shape, and  fullness to the breast. Breast augmentation can be performed to make  smaller breasts appear larger, balance breasts that are asymmetrical, or  restore fullness that has diminished with age or as a result of  pregnancy.&lt;br /&gt;
&lt;h2&gt;Breast Augmentation Surgery&lt;/h2&gt;The breast enhancement process can take several weeks from the  initial consultation through post-surgical recovery, and involves close  communication and cooperation between patient and surgeon. Before breast  implants are placed, many decisions must be made, including the type  and size of the breast implant, where it will be placed, and the  location of the incision. The patient will also be asked to follow some  specific instructions from the doctor during the weeks preceding the  operation.&lt;br /&gt;
During breast enlargement surgery, the surgeon will place the breast  implants according to the decisions made during the planning stages.  This process usually takes between one and two hours.&lt;br /&gt;
After breast augmentation surgery, the patient will most likely be  drowsy and sore for a day or two. Although the patient should be able to  get up and move around after about 48 hours, there may be some  lingering side effects for a couple weeks to a month. The patient should  follow the surgeon’s instructions closely during this healing period  and have a friend or relative agree to drive them home and provide  assistance for a couple of days.&lt;br /&gt;
&lt;h2&gt;Breast Augmentation Recovery and Results&lt;/h2&gt;The length of the breast augmentation recovery process depends  heavily upon the patient’s condition, the degree of enlargement, and  several other factors, but usually lasts between a few weeks and a  couple of months. Breast implant results will also vary from person to  person and are most satisfactory in patients who have reasonable  expectations.&lt;br /&gt;
&lt;h2&gt;Breast Augmentation Risks, Complications, and Benefits&lt;/h2&gt;Although there are many benefits that result from breast augmentation  surgery, including improved self esteem, a more balanced figure, and  more choices in clothing, there are also a number of risks involved with  breast enhancement that should be carefully considered before choosing  to undergo surgery. Capsular contracture, ruptured breast implants, and  other complications can interfere with the appearance of results and may  require additional surgery to repair damage or remove the implants.&lt;br /&gt;
&lt;h2&gt;Am I a Candidate?&lt;/h2&gt;Only a qualified cosmetic surgeon can determine whether breast  enlargement is right for any one individual, but there are some groups  for whom it is generally considered unadvisable and others for whom  careful consideration is recommended, such as teenagers. Young women  under the age of 18 are generally considered not to be good candidates  for breast implants because the breasts continue to develop on into the  early twenties. To find out if you are a candidate for breast  augmentation, or another plastic surgery procedure such as liposuction, schedule a consultation with a qualified surgeon in your area by using DocShop&#39;s comprehensive directory.&lt;br /&gt;
&lt;h2&gt;Breast Augmentation Cost and Financing&lt;/h2&gt;Augmentation mammoplasty is an elective cosmetic surgery and as such,  these procedures are not covered by insurance plans. For most, the cost  of breast enhancement surgery is an important consideration. Since breast implant prices  and surgeons&#39; fees alone are expensive and do not make up the entirety  of the cost, some may be tempted to go to a surgeon who offers discounts  or low prices. This is usually a mistake. A surgeon who offers  discounts is usually one who either lacks experience or has a less than  satisfactory record of results.  Breast augmentation financing is  available to help women pay for the cost of surgery so they don&#39;t have  to settle for an inexperienced surgeon and risk their health or the  quality of their results.&lt;br /&gt;
&lt;h2&gt;Choosing a Breast Enlargement Surgeon&lt;/h2&gt;Selecting a breast surgeon is undoubtedly the most important decision  a patient can make about her breast augmentation. In addition to being  board certified and experienced in breast enhancement surgery, the  surgeon should be someone the patient feels comfortable with.&lt;br /&gt;
&amp;nbsp;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQ2baBGh_IjnvXlzU9t2SEUFX8QuInuAa7brHfYOxB1WYR1HXqCSArySSbh&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQ2baBGh_IjnvXlzU9t2SEUFX8QuInuAa7brHfYOxB1WYR1HXqCSArySSbh&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTyNaaKmmy3R2yGdPG7eFg5OxPovukZ6G9Xcni39pIRFXR68iCLOHWoLCE&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTyNaaKmmy3R2yGdPG7eFg5OxPovukZ6G9Xcni39pIRFXR68iCLOHWoLCE&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRe1JoACzRkyz0cZpZD0wIqwbvfHivUOCgTbP5N1aAW4gTC9oBUymINUmRY&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRe1JoACzRkyz0cZpZD0wIqwbvfHivUOCgTbP5N1aAW4gTC9oBUymINUmRY&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQQEJwlvvUAZScdzWHGacKIY_ctuGepsnWpPuiqsz-8iuUtzmJl6S99R1ZiiA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQQEJwlvvUAZScdzWHGacKIY_ctuGepsnWpPuiqsz-8iuUtzmJl6S99R1ZiiA&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRqtXfCxoDlKJ7S8TtsLzncKSye0AoXjHlksO8ebc3vuS7HN7n9&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRqtXfCxoDlKJ7S8TtsLzncKSye0AoXjHlksO8ebc3vuS7HN7n9&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSADUmqw2qFfABF8_QraVoX64yb-ROUAY-YEI1nEmZ3goPpXBoxipc0IR9Y&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSADUmqw2qFfABF8_QraVoX64yb-ROUAY-YEI1nEmZ3goPpXBoxipc0IR9Y&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTwxDjhtiel23YWbFGHRk9HHm-EYXDwmWdPBWNgAAA0WxNs-Y8Cz6939nsVsA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTwxDjhtiel23YWbFGHRk9HHm-EYXDwmWdPBWNgAAA0WxNs-Y8Cz6939nsVsA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQ9H5Hrk_b46raTGTEsx6HU5MuhH_FCiBvcVLAVFJ5r0BgqbNf3G2v5-YHrEg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQ9H5Hrk_b46raTGTEsx6HU5MuhH_FCiBvcVLAVFJ5r0BgqbNf3G2v5-YHrEg&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ7D5-hDUz2cPwpJOmB5aoyGqgVGCTb_GEs3CPzJ0nH6RIV0F7Q3gfNkYkMAg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ7D5-hDUz2cPwpJOmB5aoyGqgVGCTb_GEs3CPzJ0nH6RIV0F7Q3gfNkYkMAg&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRpnT4IWlp4UWPT65RYh23ox1IlPZJypxAsiy1d44pdl09XAPxOjvvpwCuDGw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRpnT4IWlp4UWPT65RYh23ox1IlPZJypxAsiy1d44pdl09XAPxOjvvpwCuDGw&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQiYbRp6SUHQsXxAR9U9abdK3h94Cl9WpK71l30s01R5YKpH66GFEYxnOShAw&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQiYbRp6SUHQsXxAR9U9abdK3h94Cl9WpK71l30s01R5YKpH66GFEYxnOShAw&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR00ezasJlgm6jLwFE1h1GKz_G6YVqT_vEESAjWMQoWAm4vnlgLSgYTiQfN&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR00ezasJlgm6jLwFE1h1GKz_G6YVqT_vEESAjWMQoWAm4vnlgLSgYTiQfN&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSWgs2xxkED5PaMTKqWE1CUpRFTJj64Y95eyd4xChmbxV_VvekWLh9QZOY8&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSWgs2xxkED5PaMTKqWE1CUpRFTJj64Y95eyd4xChmbxV_VvekWLh9QZOY8&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRUfuEjF8toVGor-caQkTlM8iNAJxb-LTuJwo4979vwAUiRxCNkzQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRUfuEjF8toVGor-caQkTlM8iNAJxb-LTuJwo4979vwAUiRxCNkzQ&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSkbqS57hUCnBQOLutx9XbLVxU5nmA-68hrotB7Au1fTTiaeBK8&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSkbqS57hUCnBQOLutx9XbLVxU5nmA-68hrotB7Au1fTTiaeBK8&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRNG2DiVgRlZX20GVCOKBwvHbh27rfhxOx9g1O0S--RygQElG3--w&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRNG2DiVgRlZX20GVCOKBwvHbh27rfhxOx9g1O0S--RygQElG3--w&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRXS8AFU811yVMYKqs7aiTqK_7HanICWWLb4H9Ckt9b0yIEjgrttg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRXS8AFU811yVMYKqs7aiTqK_7HanICWWLb4H9Ckt9b0yIEjgrttg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTx3ocfl_z3lespJrzaUF1HF4LZTIN9HxUmuxfeL2C2e8tNWdN81g&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTx3ocfl_z3lespJrzaUF1HF4LZTIN9HxUmuxfeL2C2e8tNWdN81g&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT3rWz0EKc7xd6UgsoAnmOnZU3TGMHQYR2C3LXunxvytJRuLpILZQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT3rWz0EKc7xd6UgsoAnmOnZU3TGMHQYR2C3LXunxvytJRuLpILZQ&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTnrx_CRCyobwuJLAisJAtxruWhd47oYUMdAww3VWC0ZB2cTDln8U7x4WI&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTnrx_CRCyobwuJLAisJAtxruWhd47oYUMdAww3VWC0ZB2cTDln8U7x4WI&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;&amp;nbsp;&lt;/h1&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/807861119071470983/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-augmentation-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/807861119071470983'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/807861119071470983'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/breast-augmentation-surgery.html' title='Breast Augmentation Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-4874000733839743911</id><published>2011-03-22T03:20:00.000-07:00</published><updated>2011-03-22T03:20:56.529-07:00</updated><title type='text'>Cervicoplasty Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;What is Cervicoplasty?&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ2eV5lAZjUchIlVeNfe8-z0Zde0Qw4s156DZB1pHCO6VwDvXEwdA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ2eV5lAZjUchIlVeNfe8-z0Zde0Qw4s156DZB1pHCO6VwDvXEwdA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTCP1zK0DcGmcGskPG_l3xwrN5nyQTlINlLMsyr2DFYq7FOyqVW&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTCP1zK0DcGmcGskPG_l3xwrN5nyQTlINlLMsyr2DFYq7FOyqVW&quot; /&gt;&lt;/h2&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;b&gt;Cervicoplasty&lt;/b&gt;, also known as &lt;b&gt;neck recontouring&lt;/b&gt;, or &lt;b&gt;necklift&lt;/b&gt;, is a procedure that “lifts” the neck by tightening loose, sagging, and excess skin. This is done because &lt;b&gt;loose and sagging skin&lt;/b&gt; can give an impression of poor health, age, even stress. By removing and &lt;b&gt;tightening loose skin&lt;/b&gt;, the neck appears to be revitalized and more youthful, improving the overall appearance of the person.&lt;/span&gt; &lt;/h2&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;Neck Recontouring Procedure&lt;/h2&gt;&lt;div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;The procedure begins with an initial consultation with the surgeon.  The patient and doctor exchange information, including what the patient  wants from the procedure, what the surgeon can project as a result, any  health related problems and issues that might hinder the procedure, and  an explanation of how the procedure will go.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Once the patient is well informed and agreeable to the procedure, the  surgeon begins taking measurements and notes of the areas that need to  be treated. Once everything is in place, the patient is given  anesthesia. Choices depend on the preference of the patient, but  usually, a light anesthesia that makes the patient fall asleep is what  is administered.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Tiny incisions are made, below the &lt;b&gt;chin&lt;/b&gt;, and &lt;b&gt;under each ear&lt;/b&gt;.  These incisions are usually made in the natural crease of these two  areas in order to reduce the visibility of any scarring. Once the  incisions are made, the surgeon inserts an &lt;b&gt;endoscope&lt;/b&gt; and is guided to the target areas, where the surgeon begins restructuring &lt;b&gt;platysma muscle&lt;/b&gt;, reinforcing it and contouring it to give definition to the neck.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Next, the surgeon, using the endoscope, creates a tunnel from the  back of one ear all the way to the back of the other, and places a  device that acts like a corset, which helps in &lt;b&gt;tightening the skin of the neck&lt;/b&gt;, smoothing the area where the chin meets the upper neck. The incisions are then closed, and the procedure is complete.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;The whole process can take between 1-2 hours, depending on the amount of work that needs to be done.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;Possible risks, complications, and recovery time&lt;/h2&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Possible risks include infection, which can happen at the areas where  the incisions are made. It is important that patients take the  prescribed medication regularly, and follow the surgeon’s instructions.  Bruising and swelling can occur, which can be treated with ice packs.  Recovery time can take anywhere between 3-4 weeks.&lt;/div&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;Overview&lt;/h2&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;The  first thing that is noticed in a person is definitely his or her face.  Naturally, the eyes immediately move to the face to identify the person  and to assess their appearance. And while this is the case, the neck  plays a critical part in the person’s appearance as well. This is  because the &lt;b&gt;neck&lt;/b&gt;, just like the face, is a good indicator of the person’s age, health, and well-being.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Many times, people fix up their face with make-up, or some &lt;b&gt;plastic surgery&lt;/b&gt;,  to try and reduce the effects of aging. But when their necks show  sagging and loose skin, it immediately gives away the true range of the  person’s age. This is why it is also important to ensure that the neck  looks just as rejuvenated and young as &lt;span style=&quot;font-size: small;&quot;&gt;the face, and this can be done  through a process called &lt;b&gt;cervicoplasty&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;cost&lt;/span&gt;&lt;/div&gt;Before asking for a price, please make sure that you&#39;ve found  the right consultant to give you a diagnosis for what you dislike and  then formulate an appropriate operation.  If you have a localized fat  deposit under your chin, liposuction  of this submental area, may suffice.  On the other hand, if you have  excessive and poor quality skin with loose muscle bands, a formal  &quot;necklift&quot; or cervicoplasty will be preferable.  In my practice, we  offer patients the choice of MAC (monitored anesthesia care) or general anesthesia, for both procedures.  The salient differences between the two procedures are as follows:&lt;br /&gt;
a. Recovery time:  Cervicoplasty 1 week; Submental lipo 3days&lt;br /&gt;
b. Length of scars: Cervicoplasty around and behind ears; Lipo 1-2 &quot;stab&quot; 1cm incisions.&lt;br /&gt;
c. Risks: comparable&lt;br /&gt;
d. Price:   Cervicoplasty $5,000; Lipo $3000.&lt;br /&gt;
e. Operating time: Cervicoplasty 4hr; Lipo 1hr&lt;br /&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Types  of Neck Lift Surgery: Cervicoplasty &amp;amp; Platysmaplasty&lt;/span&gt;&lt;/h1&gt;Neck  lift surgery, to achieve great results, tends to combine two  main procedures,  the cervicoplasty and the platysmaplasty. Both are  usually incorporated in the  surgery, though the use of the  platysmaplasty procedure depends on the state of  your neck muscles. If  they are in good condition, i.e. they are taut and  strong, then a  platysmaplasty is unnecessary, but if they droop, creating what  is  called banding, a platysmaplasty can tighten the muscle. &lt;br /&gt;
&lt;h2&gt;   Cervicoplasty&lt;/h2&gt;The  cervicoplasty corrects limp and drooping skin caused by ageing,  rapid weight  loss or medical problems. This procedure is the least  complicated of the two  since it involves the reduction of drooping skin  and a repositioning of the  tissue. &lt;br /&gt;
To begin with, the surgeon makes an incision behind each  ear to  create a position from which to tighten the skin. The freed skin is then   trimmed. How much is removed depends on what look you discussed with  your  surgeon. The reduced skin is then repositioned over the neck. The  neckline is  therefore tightened, because the trimmed skin is stretched  over the same area  as before. This means that the skin is pulled  upwards and backwards, enabling  the jaw line and neckline to be better  defined. The redraped skin is then  sutured by stitching, tissue glue or  staples.&amp;nbsp;  A bandage will then be wrapped around the head to protect  the suture. A  compression bandage could be used; talk to your surgeon  about what is best for  you. &lt;br /&gt;
&lt;h2&gt;   Platysmaplasty&lt;/h2&gt;For  the platysmaplasty, an incision is usually made under the chin to  gain better  access to the neck muscles. The surgeon, depending on  which procedure he or she  is following, either realigns muscle,  partially removes it, sutures muscle  together, or perhaps does all  three. This results in the tightening of the  central area of the neck.  Which procedure your surgeon follows, though, depends  on your needs and  desires and your surgeon’s abilities. &lt;br /&gt;
&lt;h2&gt;   Corset Platysmaplasty &lt;/h2&gt;If  you especially suffer from banding (in which your skin hangs off  slack muscle),  then it is likely that your surgeon will follow the  corset platysmaplasty  procedure. He or she may first remove some muscle  or perhaps realign the  muscle, but the corset platysmaplasty focuses  particularly on creating a muscle  sheet. This means skin cannot amass  round drooping muscle. It also means that  the chance of banding  returning is reduced, therefore making the corset  platysmaplasty  especially suited for those predisposed to banding. To reduce  the  return of slack muscles the muscle is made stronger by suturing the  muscle  together in a continuous line down the front of the neck. When  this is done,  the incision is closed and the face bandaged. &lt;br /&gt;
&lt;h2&gt;   Hammock  Platysmaplasty &amp;amp;  Purse-String Platysmaplasty &lt;/h2&gt;As  said before, the corset platysmaplasty is best suited to people  that suffer  from banding. Other procedures exist that can be better  suited to correcting a  particular neck problem other than banding.  Certainly the purse-string  platysmaplasty is more suitable for a male  patient. This is because the deeper  structure of men’s faces and necks  makes the process more appropriate. &lt;br /&gt;
The hammock platysmaplasty is another example of a  different  platysmaplasty procedure. It could, though, be used in conjunction  with  the corset platysmaplasty because it can further protect against neck   banding. The procedure uses mesh or Alloderm as a “hammock” to capture  loose  muscle and keep the neck tight. A hammock platysmaplasty is  certainly the best  option for you if you suffer from banding and your  muscles are very weak. A  corset platysmaplasty would only be successful  if the strengthened muscle has  some remains of strength in it. If  muscle is exhausted, then a “hammock” of  mesh or Alloderm does the work  for the muscle, therefore making it more  appropriate for people with  worn out muscles.&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRsZV7mvD9yxTFhs9RtrOHL0edzVPmwF9I3PQ8M6fnwyRDGM2-asw&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRsZV7mvD9yxTFhs9RtrOHL0edzVPmwF9I3PQ8M6fnwyRDGM2-asw&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQUvd2KQY4qsE8MoD2ZT3tOAopsryRvHlhd03jeZLyndu7YZ7uERehGKHQ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQUvd2KQY4qsE8MoD2ZT3tOAopsryRvHlhd03jeZLyndu7YZ7uERehGKHQ&quot; /&gt;&lt;/h1&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/4874000733839743911/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/cervicoplasty-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/4874000733839743911'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/4874000733839743911'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/cervicoplasty-surgery.html' title='Cervicoplasty Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-8764175431973514153</id><published>2011-03-22T02:35:00.000-07:00</published><updated>2011-03-22T02:35:56.554-07:00</updated><title type='text'>Neck Reduction Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h1&gt;&lt;span style=&quot;color: #a64d79; font-size: large;&quot;&gt;&amp;nbsp;Reduction of Neck&lt;/span&gt;&lt;/h1&gt;&lt;h1 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Aging of the face and neck results in ptosis of soft tissues and the  appearance of more prominent facial lines.1 For correction of these  changes, surgeons are increasingly reporting procedures with fewer  incisions and shorter postoperative recovery periods. Many of these  procedures utilize nonabsorbable sutures in the dermis and subcutis to  lift lax skin.&lt;sup&gt;2-10&lt;/sup&gt; Limitations of these implants have included the protrusion of sutures through the skin,&lt;sup&gt;2-3&lt;/sup&gt; asymmetry of cosmetic effect requiring correction with additional sutures,&lt;sup&gt;3-5&lt;/sup&gt; and limited durability of effects.&lt;sup&gt;4&lt;/sup&gt;  A new modified polypropylene suture marketed as Contour Threads™ was  approved in 2005 by the US FDA for lifting ptotic skin of the face and  neck. This implant is supplied as a 25cm polypropylene suture with a  barbed middle portion. It is attached to a 7-inch straight needle  distally and a 26mm 1/2 circle taper needle proximally. &lt;br /&gt;
&lt;br /&gt;
There are several potential advantages of this new implant. It is  designed to tie with a paired suture and be anchored to underlying  fascia or periosteum, theoretically reducing the likelihood of migration  and loss of cosmetic effect. Similar to the Isse Endo Progressive Face  Lift Suture,&lt;sup&gt;6&lt;/sup&gt; and in contrast to the Aptos thread, the barbs  along this suture are oriented in only one direction. These  unidirectional barbs when combined with more secure anchoring ideally  limit and lock motion into one well-controlled vector. This also allows  for postoperative correction of asymmetry of tightening. Finally, the  suture material is clear, making it difficult to visualize under thin or  transparent skin.&lt;/span&gt;&lt;/h1&gt;&lt;h2 style=&quot;color: #a64d79;&quot;&gt;Procedure and Technique&lt;/h2&gt;&lt;h2 style=&quot;color: #6fa8dc; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Placement of Contour Threads™ to reduce ptosis of the brow, neck, middle  and lower face may be performed in an outpatient setting under local  anesthesia. The surgeon first establishes the degree and direction of  the desired tightening. This determines the course and number of sutures  that will be placed. Infiltration of local anesthesia is limited to  these lines and the insertion points of the straight needle. &lt;br /&gt;
&lt;br /&gt;
For lifting of the brow, middle, and lower face, 3-4mm incisions for  insertion of the straight needle are made posterior to the frontal and  temporal hairline. For lifting of the neck, incisions are made posterior  to the sternocleidomastoid muscle of the lateral neck. To place an  individual thread, the surgeon guides the straight needle through the  incision and into the subcutaneous plane. For some anatomic locations,  it is advantageous to bend the needle to more easily allow it to follow  the curves of the face. The needle is advanced in this plane in a  zig-zag movement along the marked trajectory. Once anchored, this  zig-zag placement of the suture limits retrograde motion along the  suture and results in an implanted suture that is longer than the drawn  trajectory. This maximizes the number of barbs in the subcutis and  theoretically provides more stability of the translocated skin. &lt;br /&gt;
&lt;br /&gt;
Movement of the needle and suture through the subcutis is generally well  tolerated by patients. If the straight needle moves superficially to  this plane it is immediately apparent as linear dimpling of the  overlying skin. If the needle enters the deep subcutis or approaches the  muscle fascia or periosteum, the patient will report the sensation of  pain or pressure. At any point, the straight needle may be partially or  completely removed and repositioned. &lt;br /&gt;
&lt;br /&gt;
The straight needle exits the skin inferior to the eyebrow or near the  medial face or neck. It is cut from the thread after pulling the  attached suture through the skin. This leaves the barbed portion of the  thread buried in the subcutis with the free ends extending from the  proximal insertion point and the distal medial face exit point. The  curved needle on the proximal end of the suture may then be used to  anchor the suture near its insertion to the underlying fascia or  periosteum. A 3-4mm incision, 1-2cm posterior to the insertion points  serves as an exit point for the curved needle after deep suturing to the  fascia or periosteum. Greater security of this anchor point is achieved  by tying this suture at its proximal end with a paired suture running a  similar parallel course in the skin. The resulting knot can be seated  in this posterior incision by gentle traction on the distal ends of the  paired sutures. &lt;br /&gt;
&lt;br /&gt;
When all planned sutures have been placed and anchored, the patient  returns to the seated position. Holding the distal end of the suture  protruding from the medial face, brow, or neck with one hand, the  surgeon uses the other hand to push the lax skin overlying the suture  towards the anchoring point. The unidirectional barbs catch on the  fibrous septae of the subcutis preventing retrograde movement. Together,  the surgeon and patient decide the degree of tightening along any given  suture. The distal end of the suture extending from the medial face,  brow, or neck is cut at its exit point and retracts under the skin.  Incisions used for insertion of the straight needle and anchoring heal  rapidly by secondary intention. &lt;br /&gt;
&lt;br /&gt;
Translocation of the skin along the suture causes the lax skin of the  face and neck to accumulate at the hairline and lateral neck. The  resulting folds of skin are quickly and almost completely remodeled or  redistributed to the scalp and neck in several days to weeks, even in  older patients with relatively inelastic skin. Mild complications such  as swelling, bruising and subjective feelings of &quot;tightness&quot; usually  resolve within 1-3 weeks. Transient neuropathy of the greater auricular  nerve has occurred in several patients when using the  sternocleidomastoid muscle fascia as an anchoring point on the lateral  neck. Leaving the knotted proximal ends of the paired sutures unanchored  in the subcutis is a cosmetically acceptable alternative in this  location. It is not clear if this will reduce the incidence of  mononeuropathy or be as stable as an anchoring point, although  preliminary results suggest that the incidence of neuropathy drops  significantly with this technique modification. &lt;br /&gt;
&lt;br /&gt;
After the resolution of initial postoperative swelling, any subjective  discomfort from tightening or perceived asymmetry of tightening may be  addressed without inserting more sutures or creating new incisions.  Carefully applied firm retrograde pressure along a suture will result in  the focal release of several underlying barbs from their attachment to  fibrous septae. This release can be appreciated as a subtle clicking  sensation under the surgeon&#39;s finger. Threads have been successfully  released up to 9 weeks postoperatively.&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;color: #a64d79;&quot;&gt;Discussion&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Because the Contour Thread™ barbs may be released with intense pressure,  patients must initially avoid strenuous exercise or movements that  could dislodge the tightened skin from the hundreds of barbs along the  sutures. Non-peer reviewed data from the manufacturer demonstrate that  in laboratory rats these sutures develop a fibrous capsule that becomes  well integrated into the dermis and subcutaneous tissue over several  months.11 Theoretically, a similar process in human skin could lead to a  secure and long-lasting cosmetic effect. The actual long-term  durability of the tightening effects of these sutures is unknown. Early  adopters of this procedure have demonstrated maintenance of cosmetic  effects at 6 months.&lt;sup&gt;12 &lt;/sup&gt;&lt;br /&gt;
&lt;br /&gt;
Outcomes with more than 25 patients at our center for up to 12 weeks  have been excellent. All but one of these patients have maintained  greater than 90% of their initial correction, and all have been  satisfied with their results. One of our earliest patients reported a  subjective appreciation of a 50% loss of tightening at 11 weeks. This  loss of tightening effect may be a result of the fact that early in our  experience we used fewer threads on the middle and lower face than we do  now.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;color: #c27ba0;&quot;&gt;Conclusion&lt;/h2&gt;&lt;h2 style=&quot;color: #c27ba0; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;The use of barbed sutures appears to be a viable strategy for lifting  and repositioning of facial tissue. The recently US FDA approved Contour  Threads™ provides advantages to the surgeon and patient that other  thread systems do not. However, the early success seen with Contour  Thread™ lifts must stand the test of time.&lt;/span&gt;&lt;br style=&quot;color: #3d85c6;&quot; /&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt; Longer follow-up studies are essential, and final judgments as to the  utility of these threads cannot be made in the absence of longer term  (i.e., greater than 6 months) data.&lt;/span&gt;&lt;br style=&quot;color: #3d85c6;&quot; /&gt;&lt;br style=&quot;color: #3d85c6;&quot; /&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;    The optimal techniques for placement and removal of sutures, the  consequences of long-term subdermal polypropylene placement, and the  potential for revision and retightening of extant sutures should be the  subjects of future investigation.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR9Kee1nlN8qXTURumIZyS_yOP1tKoHEzHRxEJ6XEP2IvSuyFyR&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR9Kee1nlN8qXTURumIZyS_yOP1tKoHEzHRxEJ6XEP2IvSuyFyR&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTOhj8milCYb1H3NB5krxtaMMAlXVYBfa-EW0ES5qMWMbpUny3lpQ&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTOhj8milCYb1H3NB5krxtaMMAlXVYBfa-EW0ES5qMWMbpUny3lpQ&quot; /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: #c27ba0;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;color: #c27ba0; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;color: #c27ba0;&quot;&gt; &lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt; &lt;/h2&gt;&lt;h2 style=&quot;color: #6fa8dc; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt; &lt;/h2&gt;&lt;h1 style=&quot;color: #6fa8dc; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;h1 style=&quot;color: #6fa8dc; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/8764175431973514153/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/neck-reduction-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8764175431973514153'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8764175431973514153'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/neck-reduction-surgery.html' title='Neck Reduction Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-7760340491391044602</id><published>2011-03-20T06:24:00.000-07:00</published><updated>2011-03-22T02:12:51.279-07:00</updated><title type='text'>Neck Lift Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;h3&gt;&amp;nbsp;&lt;span style=&quot;color: #a64d79;&quot;&gt;What is a Neck Lift?&lt;/span&gt;&lt;/h3&gt;Neck-lift plastic surgery can be performed in a variety of ways, depending on the needs of the individual. Three possible neck-lift procedures include: &lt;br /&gt;
&lt;ul&gt;&lt;li&gt;liposuction&lt;/li&gt;
&lt;li&gt;cervicoplasty&lt;/li&gt;
&lt;li&gt;platysmaplasty&lt;/li&gt;
&lt;/ul&gt;Typically, a neck-lift will include liposuction  to remove fat. Cervicoplasty may be included to remove excess skin, and  platysmaplasty to remove or tighten neck muscles: a process that gets  rid of unwanted band lines. These procedures are described later in this  article.&lt;br /&gt;
A neck-lift may also be part of a combination treatment plan, in conjunction with a forehead lift, facelift, or eyelid surgery. For a less invasive alternative, you may want to investigate the micro neck-lift.&lt;br /&gt;
&lt;h2 style=&quot;color: #a64d79;&quot;&gt;The Right Candidate for Neck-lift&lt;/h2&gt;There is no ideal age for neck-lift surgery. Candidates may range  from teenagers to octogenarians. People who suffer from certain diseases  may be excluded from treatment. Talk to a qualified plastic surgeon  about your goals and expectations, and to determine if you would be a  good candidate. Your doctor will also review your medical history and  the risks associated with the procedures to create a treatment plan that  works best for you.&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=7924508181645077758&amp;amp;postID=7760340491391044602&quot; name=&quot;procedure&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;h2 style=&quot;color: #a64d79;&quot;&gt;The Neck-lift Procedure&lt;/h2&gt;Neck-lifts are most often performed by a board-certified plastic  surgeon. The location of the procedure may be the doctor&#39;s office,  outpatient surgery center, or hospital. Since there may be more than one  procedure performed during a neck-lift, your time in surgery may be one  hour to several hours. The procedure may be performed under local  anesthesia or general anesthesia, but usually does not involve an  overnight stay.&lt;br /&gt;
The procedures involved in a neck-lift may be performed  endoscopically. For an endoscopic neck-lift, an instrument visually  guides the surgeon through the procedure. The advantages of an  endoscopic procedure may include a smaller incision, no general  anesthesia, reduced bruising, and faster recovery. You can talk about  the endoscopic option with your doctor.&lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;Who would best Represent an Ideal Candidate for Neck Lift?    &lt;/h3&gt;A neck lift can improve upon the appearance of the neck  by creating more definition of the angle of the jaw.  Undergoing this  procedure can provide a boost to one’s self-confidence and self-esteem.   A neck lift can be performed on individuals above 18 years of age who  feel the need to improve their necks.  Typical patients range between  the ages of 30 and 70.  A neck lift can address various cosmetic issues,  including: &lt;br /&gt;
&lt;ul&gt;&lt;li&gt; Turkey neck&lt;/li&gt;
&lt;li&gt;Excess fat and/or skin in the neck&lt;/li&gt;
&lt;li&gt;Retrognathia&lt;/li&gt;
&lt;/ul&gt;If you are self-conscious about these issues, you can be  considered a good candidate for a neck lift.  However, patients who  undergo this procedure should also have realistic goals and expectations  as well as be physically and mentally stable.  People must remember  that cosmetic surgery is meant for improvement, not perfection.       &lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;Are there other options to improve the appearance of the neck?    &lt;/h3&gt;A necklift is a combination of various procedures, but  for some, one procedure alone could improve the appearance of the neck. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Neck Liposuction:&lt;/b&gt;  Removing fat alone can improve  problems in the neck.  However this is only available to patients who  have little excess skin in the neck region.  If they do not have excess,  droopy skin, neck liposuction will present a beautiful result. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Facelift:&lt;/b&gt;  A facelift removes excess fat and skin from  the facial area, including the neck.  This procedure can tighten a  jawline that grows slack and jowly and those with folds and fat deposits  around the neck.  This is more beneficial to those wanting to improve  upon signs of aging in their face as well as the neck.  A facelift also  helps those who have no excess fat in this region, but possess a  significant amount of excess skin. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Chin implant:&lt;/b&gt;  This is for people who have a weak chin  and, as result, the neck looks overly fleshy.  Chin implants can also  help those with retrognathia, a condition where the jaw is receding.   &lt;br /&gt;
&lt;br /&gt;
Please discuss with your surgeon as to which procedure will work best to meet your needs&lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;How Much Pain is Associated with Neck lift?    &lt;/h3&gt;There will be some discomfort after undergoing neck lift  surgery, which can be lessened with prescribed pain medication.  Some  degree of swelling and possibly bruising can be expected, but this is  only temporary.  It is recommended that you stay home for at least a  week after surgery and take it easy for the first three weeks following  surgery.    &lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;What happens after undergoing a Neck Lift operation?    &lt;/h3&gt;During the recovery period, doctors usually have patients  wear a compression garment for several days.  This garment helps  improve blood circulation, minimize swelling, and flush out potentially  harmful fluids.  The compression garment can allow the patient to heal  from their necklift faster and minimize the amount of downtime while  providing comfort and support to the neck. &lt;br /&gt;
&lt;br /&gt;
Even though swelling takes a few weeks to subside, patients should be  able to start seeing the results of their neck lift within a week  following surgery.  Patients will notice more definition in their neck  and under the jaw line. &lt;br /&gt;
&lt;br /&gt;
The duration of the results depend on the type of procedures used.  The  neck lift procedure can last about five to ten years, but this varies  from patient to patient.  A facelift also lasts about the same amount of  time.  Patients can choose to undergo another facelift and necklift  when they start to notice their results fading.  Otherwise, their  appearance will revert to a pre-surgical state.  Liposuction permanently  removes fat deposits from the neck.  Fat can still grow in other areas,  and that is why it is important to stay in shape even after undergoing  liposuction.&lt;br /&gt;
&lt;h3&gt;&lt;span style=&quot;color: #a64d79;&quot;&gt;What Are the Risks and Limitations of Neck lift? &lt;/span&gt;   &lt;/h3&gt;With any cosmetic procedure, there is always the  possibility of risks.  A neck lift may involve multiple procedures, so,  there is an increased risk.  The most common risk for any cosmetic  procedure is allergic reaction to the anesthesia and infection.  Another  potential complication is accumulation of blood under the skin  (hematoma).  Yet another risk is injury to the nerves that control  muscles in the treated area.  Excessive scar tissue is another possible  cause for concern, however, scar revision procedures can help. &lt;br /&gt;
&lt;br /&gt;
These risks can be reduced when the procedure is performed by a  qualified surgeon, with extensive experience in performing neck lifts  and if patients follow their doctor’s pre-op and post-op instructions.   Note:  Smokers should stop smoking two weeks before surgery because this  contributes to poor healing of the skin.&lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;What Are The Typical Costs Associated With Neck Lift?    &lt;/h3&gt;Since a neck lift may involve several procedures  performed at once, the cost of undergoing this procedure can range  anywhere from $3,000 to $15,000.  Liposuction alone averages $1500, a  facelift usually costs $4000, and a chin implant runs about $1,700.   Fees within various regions may also vary depending on whether the  doctor’s practice is in an urban, suburban or rural area.  When  considering costs for a neck lift, make sure the total figure includes  any and all associated costs.  A comprehensive cost figure may be  obtained while consulting with a cosmetic surgeon. &lt;br /&gt;
&lt;br /&gt;
Unfortunately, most medical insurance providers do not cover cosmetic  surgery procedures.  However, most surgeons do offer multiple financing  options.  CosmeticSurgery.com provides information on various ways  patients can fit a neck lift into their budget&lt;br /&gt;
&lt;h2 class=&quot;neck&quot; style=&quot;color: #a64d79;&quot;&gt;Are You a Candidate for a Neck Lift?&lt;/h2&gt;If you have jowls, a double chin, a turkey wattle or any  other  cosmetic concerns about the appearance of your neck, seek a consultation   with a board-certified facial plastic surgeon. &lt;br /&gt;
During this consultation, your surgeon will take a thorough  medical  history to see if you are healthy enough to undergo neck surgery. Don&#39;t   hold back. Mention any past surgeries and/or drug allergies or problems  with  anesthesia. Tell your surgeon about any and all medications you  take on a  regular basis. This includes supplements. Many medications  and herbal or  dietary supplements interact negatively with anesthesia  and other drugs.&lt;br /&gt;
You must have realistic expectations about your neck lift,  and what  it can do for your appearance and your life. You also must be able to   clearly communicate your aesthetic goals to your surgeon. After a frank   discussion, your surgeon can determine whether your goals are realistic  and can  be met with a neck lift.&lt;br /&gt;
There will also be a physical component to this visit. Your  surgeon  will assess the amount of excess fat or loose skin in your neck area as   well as the quality of your skin and muscle tone in this area.&lt;br /&gt;
Your surgeon will make suggestions regarding your neck lift,   including the recommended technique, anesthesia and incision placement  options.  He or she should also discuss neck lift risks,  neck lift recovery and neck lift cost. &lt;br /&gt;
Some surgeons charge for consultations, others don&#39;t. The   consultation fee may be deducted from the neck lift cost if you decide  to book  a surgery. You should not feel pressured to book a neck lift on  the day of your  consultation.&lt;br /&gt;
The next step in the process is your preoperative  appointment. This  visit allows you to ask more questions and revisit any  concerns you  have about your neck surgery. You should also be given clear  instructions  about what you can and can&#39;t do in the days and weeks  leading up to your neck  lift, such as avoiding alcohol and not taking  over-the-counter non-steroidal  anti-inflammatory drugs (NSAIDs) like  aspirin and ibuprofen. (NSAIDs increase  your risk of bleeding.) If you  smoke, quitting before your neck lift is  important. Smoking impairs  circulation and wound healing. Ask your surgeon  which smoking cessation  tools are most appropriate. You may also be given  prescriptions for  antibiotics and pain relievers to fill before your surgery. &lt;br /&gt;
Routine blood work and a physical exam may be required  before your  neck surgery. These measures are in your best interest and will  help  make sure you are healthy enough to undergo neck surgery. If you are a   woman, you may be asked to take a pregnancy test.&lt;br /&gt;
&lt;div class=&quot;n3&quot; id=&quot;pd5&quot; style=&quot;color: #a64d79;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Recovery &amp;amp; Downtime :&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;Most  patients can return to non-strenuous work after 5-10 days. However, for  the first several weeks after surgery, you should avoid bending over,  lifting heavy objects, and even turning your head from side to side. You  will also have to sleep with your head elevated for one or two weeks.  These guidelines can vary widely based on the patient’s personal health,  the techniques used, and other variables. Always follow your surgeon’s  recommendations.&lt;br /&gt;
&lt;h3 style=&quot;color: #a64d79;&quot;&gt;How a Neck Lift Is Done&lt;/h3&gt;Typically, the procedure will last two to three hours. Of course, if you are  having a neck lift in conjunction with liposuction, facelift, brow lift, or  other surgeries, the time will vary accordingly. Your exact procedure will  depend on your desired results and your own personal circumstances. In order to  undergo a neck lift, you must be in good general health, both physically and  mentally. &lt;br /&gt;
What do you dislike about your neck? Be honest with yourself! You&#39;re putting  a lot of time and effort into researching the surgery, so make sure you get the  results you want. You also should write down your thoughts on what you&#39;d like to  correct and have that with you at the time of your pre-operative consultation. &lt;br /&gt;
Here are some of the most common concerns:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Turkey wattle neck    &lt;/li&gt;
&lt;li&gt;Excess fat    &lt;/li&gt;
&lt;li&gt;Too much skin&lt;/li&gt;
&lt;/ul&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSEBQUExQWFBUVFRcUFRUXFBQUFBUYFRUVFRUVFxUXHCYeFxkjGRQVHy8gIycpLCwsGB4xNTAqNSYrLCkBCQoKDgwOGA8PGCkkHBwpKSkpKSkpLCwsKSkpKSwsLCksLCksLSkpKSkpLCkpLCwpLCksLCwsKSkpKSksLCwpKf/AABEIALEBHAMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAAAgMEBQYHAQj/xABLEAABAwEFAwkFAwcJCQEAAAABAAIRAwQFEiExQVFxBhMiMmGBkbHwBxShwdEVQlJTcnOy0uHxIzVigoOTorPCFyQzQ0SSpNPiJf/EABkBAQADAQEAAAAAAAAAAAAAAAACAwQBBf/EACYRAAICAgICAgICAwAAAAAAAAABAhEDIRIxBEETUSKRUmEjMkL/2gAMAwEAAhEDEQA/AO4oXmJeF4QCkJHOhJNYIB1CZNoCSbY3egJCFENvbvSDeTUBORKrzeYSTefYgLGUSqs3kdySbwKAtXOVXa7WcUA5JqpbnQotKoXSTvQEj3l29HvTt6jVa2HtTfvg3FLBO97dvR727eoXvY3FQ7Tygp0wS6QBO7Z3rloLZde+O3o99csFX9rljZIIqyNzWmeBxKO32z2P8naB/Upf+xLR2jo3vrke/OXPB7ZbF+C0f3bP20k+2u7xr7x/ct/bXbOHRvfnI9/cudD21Xd+KsONH/6Tg9st2/lKo/sX/JAdC+0HI+0HLAD2xXb+Vf8A3NX6Jx3tcu0RNdwnP/g1v2UBvPtAo+0SsMz2sXaf+oPfRr/sKfd/Lyw13BtO0NLjkAQ9sncMTRJQGr+0TuR9pHcqwW5h+98D9EsWhu9AWP2kdyPtI7lX883evRVG8ICw+0uxS7PacSplIud8+KAuQvV4F6gKM2t29JNodvVTab9YxpcQYAJOmxYi0e2ZoMMsrndpqgfAMKjyR1Js6Zzp3lJxHeuVWj2zVQOjZ6QP9J73fsqH/tYtriAGUGznkyoTGw5v25LnNEuDOwIXFv8AaLeLj/xWNGZOGlT0nIS4HXyVfbOXdvjEbU8CYGFtNs8AG5bF3mjnBneV7hO4+C+bbZy0thOF1qrmDmBVqST2kH4BVtpt9aq5uKtVcDriqPOmup7Es5R9QVK7W9ZwbxIHmoVflFZWde00G8a1Iebl8xVKBc4E7x26mAk1wMo+6Y8D+5LO0fSFbl/d7dbZQ7nh36sqI72o3dnFpDo/DTrH/QvnY5QdRn5+aZfLX5HbkR8l05R9D1ParYdGuqOOkCnH6xC0dyXg2vRFRk4S46iCCNQQvnCw1jUZMw5vROeRBmD2Z6rufswqOddzC/rc5UB7nQoqTbok0kjR2zQcVGAUm16BRwusrZGt5PNuDciRAMxHbOxcm5UWUiSK73uOzESDnuldYvOlipuGeYiBqZ2LJW+6GWema7w1zgJwkSCSMmt3bR4lVSLIHIawO3z8M15TdMADwz7zvVs+7HVKhe6AXEmBoJM5DYBKli5Y00jMwufIi/4WU9VpjOPj5BV9TDoe6AZ+OqvLVSABDRpqYGu7tVFa6uegHDJTi7K5KtEZzQCh7hGQj4pdKhJ0zTNSnB9QplYkuK8ATxpZevW9BEaLoGhMyp93Wgsq0zMQ4HwcD8lGYQjzXAdtuzlwXgc3TxD8TjE74aBMLUXTfTaw0wu3agxrB+RzXz9c15OovBByORGefhoV1HkJera1cg9YtkzBEtIgtPAx3KN0zjjo6CUqh1hxSUqh1gpFZOT1y6d6ZT9yaKRMugvV4F6gOPcsmuNlc1s9JzQeE5/LxXOrTdhaNMhTx9zj9PiuwWizB7SDt/j5gLBX7YC12Dc3COGImfIeKyT+y/FvSMhQu8ufOp36wrqy3OQS45uKsbFYw0K2slMKpybPQjjikZ8XOYg5DzVNeVmEycg2e7181v69LLLWFiOUNLC6NkT3lSh2VZEqM6+mBJA8vW1DcnRxPwAjxxKXWEtgbcu8x9VFrVMMtGgkTtJmNd2S0rZheiJTruLu/FO7YPDNNluZ7BJ8Uum6HT49ucphzZPEzxzUyI5ZxLQNS58evFLbZcVUjY12vYJJ8imycMEbDPfkpFn0G8mD27VwDFOoW4oyzHn9QvoT2XPm7KR3vq/5hXA30g4QNfrBXevZR/NNDjV/zXj5Lq7D6NPatijwpFp2JlGQYlzJWJ5YV+cq82NGQDxME/CAtpaKwYxzzo1pJ7hK525xe4uOriXHiTJVGV6o1eJC5cvog0btJccst5+QUW92w2GmIz3eK0VBsBV/KGzSzQZug+Z8lnR6M+jA2tzsORy7dqrW0SZO7buV1aof2DfshV1Wz/8AaNDs4rXHo8qfY3TADSPvHKdobtjtPrUqAKcu8T4KW6ADGc7Tx0CjMPrvU0QFVB5/AD6pNaj0Wnsz4ycuOilteAx2+RHxPyUd46LQJ1JPgI8yugju0jxSm0yR3eWadbZzJOnlmvWy12m8eMhAeU9RtzHr1uVtdd8voVg+nr1gO3YRuOztEgqqY0hrhuIjszP1Kfu138qwHYR5rjOn0Xcl7NtNnp1m6PbMbQRk5p7QQQrGh1gs9yasYpMqBuTTUxADQHC0O+LT3q/sp6Q9bF1FTWyen7k0TCkXJ1VIkXIXq8C9QGBhYm/q+K0v3Nho7tfiStuchK5Lel9YCXHMkk95zWWf0afGq22XlKJVjQbkspdNrqP6RIg6DctHZbQdHCPJU0eh2rRZFmXasZyop5w4HKYO9bVtQeAUO97vbUaMs5Hnmporas5VUfOXbITXNxsVryjuPmiHNORJEHZqq2zMJcJ2wOzP960J6MMou6IWHMx6K95vIZehmrKhZoeTUBwjrDSTOQ71Zm7KUsD6ZpsqSA9ri5sxlroZXHkSJx8eUtmWqDPPQpHOFvCQRxCk2yyOp1X035ljo4iMiOIhQiMoVhnapkmz1MTwe0fFfQnsx/mujH4qx/8AIqr5yp9Er6M9l3802Xta8+NaoV1LZyzR2nYmU/aNiZXGQZXcomu90rYRJDCQN8Zn4Bc0ue9MfWGEnT1xXVLxrBtJ5OmEjiSIA7yVym0u5l+BzRh1bn4kHZwWfLtm7xXSZo6Kg8oaZNF5bqAfLNLuy1tLcs9xlWD2YmkHaI8VSja96OTveMRJ0AGuee2FGNcGeGZnTs4q+5U3FzIGHMEwfMLN4QPJaYO0edkjxdC6tPeUx7uSdwVhYbE6q84RsnMgZAaklKr2B41zHZntIy71LkuiPxyq6K0bdg+norwmM+z15pmo6TO7JevOSmVisZI4H45fuCVOw+tUyx2p9ZEH5J5zp7z4bkA3Tq9LPb805Sf0mncYPDL6pmq0gDeCR5KRc1m52vSZMB1QNn85wHzRhH0FcdQ+70p1NNhPEtEq4sTumO/yKpbM8NaANAABwAgKzux81BwPkooi+y6Kk3L1QortFLuXqhWAtwvV4F6gOf2ygX03Na7C4tIDtYJGRhchva56jXOY8DEzJ0ZjQEEHdBBXZVkrzaKlSq+JHVHbhEE+ayzNXjbbXo5hZnvNXCCd2RiIC0FjdaREguG/Kfh9AnH3cBUkZA5GN6v7CCBpGSg2jSotMLuquOoMqzc8Rml2ekA1M2mjMgKBZF32Y6+2Y2xE5mB45+Ch3TdOJrzHVwx3krS1+Tr3P1AbHfmTPwU+6bpFJrgcy44ifIDwUrdEXFXZmK1lLIPNc4QRLd4AMkSnQ5lWyVWs+64OAIgtJziPBW97gh9N1MAkSXDbqA3LxUeqQXPcG4TUwlw3BgzJ7SfJQRrx9/0YLlU6bQHxBdTaSO0D6AKjwyVq+U1mGMVSevo3UgDT4Qs5XMaLbB6PH8hf5GNlsjvPwhfRPsxH/wCRZPzHHxq1F85tdlwBPfqvo/2bNi6bH+iJ8ajypmcv7RsTSdr7FVX7eBo0SR1iQ1vYTOfcASoydCMXKVL2Ul/Xtjq823NtM59r9vcNPFZu8aQe/h807Z6RBzJznTXijBEyZ/hoskm3s9hY1CKij2w2FoMjLLuU51TCN6isqjDlw8ck4HS34KFlijTM9yjvBu3d5rG0bIS7SRJg742cdVtbx5PNfmXHXT5eaVY7taxkDPPUjRWKVIqnh5Sv0VIsbRRyxYXuYHBo6WE690wrOzXHEPmW48PYQRkeMkFe2txFZlOm3E5wNR8/daI3bS6FZ2q0BwaAMAc7G4bsI6TuySFWy9JXo5jfNl5urUGzHA8/moTTl69Qre8KAqVKlQnJzjhHZoOGirarBsW2DtHkZYVJkN5QKifdSy9bFHc1TKhxhJPAfJXfIux85a6QOjZef6okfGFRUxOi0PIy0YbUwb2vH+En5KMujq7OvUqyuLkfNUcD5LL0K60HJypNYfmuVcXZxo1DtDwUu5eqFEfoeBU25uqFeRLUL1eBeoDnF923mqLiOsei3idvcJPcstTrSzLPgpXLC8AyqxtSQzBLTGRcSQc94gLPs5T2dpw4wI9a6LHLbPT8ZKML9s9p1wXu1EGDPj5KZSqmdeKzlW9Q60uc3qOaACNC4bvW5W9ir7JUKNKaL6ha5yT76yp2VCFIp18WexEQ4kypaoHYm21zs2iEmo2f4Lxjc11kivqNNKtUcJOKCBsAjQKPb7WKjgymIc7rQvbws9fGcOkmD2HerS5Lj5sYnZuOpUYotlNRjS7KS/Ljx05aOkBAXP7bYiwlrv4rtdWgFk+V/JUVGB7JDhqI1CuxyowZo8lZzXDDV9I+zxsXVY/0I83FfOleyuY4hwIX0byBbF12P9Az4ifmtKZ57VF1X2KJa7Gyq3C9oc07PmCMweClVtUhRaI209GTvjkkynRqVKT6gc1sgFwczKMiInSdsrI0XuDYcZM7BAg6arqVvs3OUnsGRc1zc9MwQFy17YfUYesx2F0GRI3EZEdoWfJGj0fGyuSabH2Oy+Kk87lkeKjYcu3wRRGZzyVJvWz21VC0KHz2/wBfVSbQZByUIg6IWpKibdFkbTe5zyS5+UnYInL4qsvu3y40aZxOfk5w2NGvBe1qldzcIwDKMRmR3Qi77qFME6k6uOpXDlES+LkxUm82AMIzyglZStRjKNNV0pjJCqL6uMPpEsAxTO/jCthOtGTPhUlaMFVOcKO9WVsup7CQQZ7QVXvYVqTTPLlFrsSHRHxV5yRP+9Dge6AVQPaQVquSNgcHuqkQCIb2zEkdmSjkdRYitm4o1lp+SNSa/wDUd8ljGPWs5EPmv/Zu82rPje0TmtG3qdU8D5Kfc/VCr6vVPA+SsLoHRC2lBaBeoCEBhalEOEOaHDcQCPArL8uruYaVJ+BvQqgHojR7SPDEGrWKJelgZWovp1AS1wzgw4RmC07CDoqGtHYSqSZyuvTa4tacvh4KRd9LCc/FU1O5mvbibVqSDIkxG6VZ3TbSOhU181Qz10/bLeo5P2eoQOPf3ppxyTlnpiAuFiaoktq/WUsHao7RxKk0ghyTJNLYfkpoOQUagc1LGxdIDNTJRqpkQpVVqiOEZ/wQ49mV5S8nsQL2gaToF1DkZTw3dZAcos9L9QLKGxuqkMGp1O7eT2Ld3bQwUabB91jW+AAWjEnV+jBn4p17F1tUmEurqkKbMwLl9+MFO01QNA93gTMd0rqAXJrY7FUfOuN/jiMqnN0jb4Ubkx1rgQm2GJ+iabWDdf3JupaRsWc9KLrQ855zTJOmaaNWU5RaVEtskBslTqdnEKPQbAU+iF0g2NvpR/CEwAFOrU5CjsZJXTiZDtt3NqDpDv0WetnJJrnZGAtcKGZPoJL6G9dtog4RfZia3Jhm0acVc2TqAbsvBWdS7nVDhY0knYBPerm4uSVSj0nuwznhHSPjoO6VFz+zPmjGK0ZoFazkEf8AeD+jd+s1ROUtnbAIGbdTvHapfs/H8u/9Ef12KeL/AGRkk7ibqt1TwPkrK6eqFW1+q7gVZXV1Qt5mLMIQEIDEoXiFUROX3hY2MtFbmz0ecdA2DPMDsmVFqWbbHApu9qrrPaatOoDIeSCdrXElru0EFMOvgRE/NZnF2e1CUeCVko3sG5FSrFeYd6CqKFdj9RKf92wmWoRNNTqZJ6m715qosNoyzU0OI8wuHS0p1viplJ6pmVVNoP2omdLA6KMaPeFKpiQn6NlxEAabeCnGPJ0ivJkUIuTJl1WIMpYtrvQCuaHVbwHkozmAMjcFJodVvAeS9PJFRikjwsU3OcpMTV1SCl1NUmFmZeeLJX9yJdUqOqUHtaXGXMdIEnUtIBiTnELXQgqMoqXZOGSUHcTmz/Z/atS+iezE/PvwwqG33VVon+Vplvbq08HDJdiqKBaWggg5g6jUHiFU8S9GiPlTvZyaiNqsKbpV7e3Jlhl1LoO/D9w933e5Z6Cx2Fwhw2evNZ3Fo348ymSmOU2g8wq1r+1TbMZXC2yxa2Ql07HtSrGNismUdPJdIORANn7FY2Tku5+bug3/ABHu2d6u7tukN6Ts3bOz96tMKyZM+6iVSm/RWWW7GUmwwRvO08SkV6asqii1oVcW32Z5FBbLAHCCJTfJOwc1angGQaUjeOm3I+Csq1Mn+iPE/QJdzWRrajnAQS2CdScxqSt2C+SKZPRbV+qeCs7rHRCq7R1TwVrdY6IXpFBYoQhAYeULyV5KqIkG+Lgo2puGswOjRw6L28HDMcNFm7V7LLOWHm31Wu2Fzg9ve3CCR3rZSvZXCSk0cVvC6K1kfhqtLfwuGbHfmu28NexLoWydV2OvQbUaWvaHNOrXAEHuKw/KH2eRL7LxNIn9Rx8j47FCUTRDN6ZR0a2eSsKVoWZFdzHFrwWuBhwIIcD2gqws9rlVNUbItMvqVSTqrKzVRtVBZ6uatKFSNq4TkX1F27M7loLBZ8Lc9VQ8nqOM4joNOO1aWNi9TxMVLkzwfOz2+C9CahyKl0uqOA8lDtjoYpdLqjgPJW+R6KfF9nlQZpBS6iSFjNYLwr1eFcA08qDXCnVFCrhcZ1FXaFUXjYm1B0hnsI1Hrcrm0hV1UKqRbF1tGWtFkdTOeY2HYfoVIsxj1vVtaKQIgqpdSwO7PWqzyRvx5eSpl1YH5AarX3Rd+EAu18lTcl7qMCo8a9Qf6votTTMLLmyf8o43bHgm6lohJdUTYbDvWu/u08exZVEi3R4Xk8PWz13pDglkpJWqMUihuyPUYnLub0jw+aHtTlib0jwWrC/yRXLoftHVPBW12dUKptHVPrare7OqF6JUT0IQgMGSglJJSS5VERyV5KRKUKbjsPgUAqV7K9Fnd+E+CWLG/d8QlAznLC4aNeg59ToPptJbUAzEaNP4mk7O3Jcoo2ktPYuvcqeT1qtFPm6WAN1Jc+MR2DIHILHWP2O2zETUrWcA7AaroPZ0AuShaLsU3FlfYLaCMlc2Kk+qcLBJ1O4DSSdinWL2QvaQXWlvAUifiXDyW3u7k9TosDWZAZkxm4/icdvyXIYrf5dF2TyKj+O2JuqwilTa0bB4nep7WpYoBKwL01mhFUjxXgySdsq70f0SrSl1RwHko1ss7SDI81KboFTkmp9GnDicLs9RCEKkvCEQhCA8wDckmi3cPAJaEAy6xMP3G+ATZuukf+W3wClIXKBDNzUfyTfBNu5P2c/8pnx+qsEJxX0dtiBSG5e4AlIUPih9L9HeT+zwNXhpgpSE+KH8V+hyf2I5oI5oJaF344fRy2N8wF6ykBoloRY4p2kLY3aeqe7zCuLt6oVNaeqe7zCubu6oUzhOQhCAzIszfwjwCUKY3DwCUhAAQhCAEIQgBCEIAQhCAEIQgGLVoU+FHtWikBACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhANWnq948wrq7+qFS2nq948wru7+qEBMQhCAzqEIQAhCEAIQhACEIQAhCEAIQhAR7TopCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIBq09XvHmru7+qEIQExCEID/9k=&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTHOJykDYDpaM3GCu0I3RUl6eD5u3mnCDk4OI3z86WsvkiOiVg9bw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTHOJykDYDpaM3GCu0I3RUl6eD5u3mnCDk4OI3z86WsvkiOiVg9bw&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcStXZq07CjvqtYbYU8EYbYRi2LVhLfrIGhXB4ACGTvv4LxqjYZb6A&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcStXZq07CjvqtYbYU8EYbYRi2LVhLfrIGhXB4ACGTvv4LxqjYZb6A&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQ3VUpghHh-Jc4e6q3DGr8HfWwHa4pcieSfT9wl22GMkPB8sdT9&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQ3VUpghHh-Jc4e6q3DGr8HfWwHa4pcieSfT9wl22GMkPB8sdT9&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR5DZ7BpBW1Ahm-XVMPdkjo-HP_1VKj4imj_oOHwOFaPBRFKmpzAyaGKn4&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcR5DZ7BpBW1Ahm-XVMPdkjo-HP_1VKj4imj_oOHwOFaPBRFKmpzAyaGKn4&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSvzwtTmQ-Da9XqjwjWH99TSOmUNwhQzIDSevpgmt1SpPMeFkfx&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSvzwtTmQ-Da9XqjwjWH99TSOmUNwhQzIDSevpgmt1SpPMeFkfx&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS0b2_W5Ks0cFqOk_-olbzt9WvTal6n447JAkz7gE8jGU0jZWNmFg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS0b2_W5Ks0cFqOk_-olbzt9WvTal6n447JAkz7gE8jGU0jZWNmFg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQKYAkiW-4sqEigPtk-jopeKef9okPMHATS5vs2rPRjLNpRKX6E3NYPtyR8&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQKYAkiW-4sqEigPtk-jopeKef9okPMHATS5vs2rPRjLNpRKX6E3NYPtyR8&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTIR5vJFHkbzxlRDrEebd_iw2Tv9j4E9YEPWsAB0ZE-v-qXwieG&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTIR5vJFHkbzxlRDrEebd_iw2Tv9j4E9YEPWsAB0ZE-v-qXwieG&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS3OmqV97_hzhk57AlvyosOswLs3gbWMuMla7zq3sn7Iw3Vzr-dSg&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcS3OmqV97_hzhk57AlvyosOswLs3gbWMuMla7zq3sn7Iw3Vzr-dSg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQjHHYA06oB2RH4tzCbIla3HwDrLLTNGnnEt4l9qiqqsS5xofBqSg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcQjHHYA06oB2RH4tzCbIla3HwDrLLTNGnnEt4l9qiqqsS5xofBqSg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQDewzYw_mstG4BGgVOSKFc0vPpQamTfCuk_pzD_buVqLyzViafTg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQDewzYw_mstG4BGgVOSKFc0vPpQamTfCuk_pzD_buVqLyzViafTg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQNolKbGRzPqLYXwqmpceC2hKLHFqgmVWZLjQQ4RnKOBfNZl_Bj&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQNolKbGRzPqLYXwqmpceC2hKLHFqgmVWZLjQQ4RnKOBfNZl_Bj&quot; /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/7760340491391044602/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/neck-lift-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/7760340491391044602'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/7760340491391044602'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/neck-lift-surgery.html' title='Neck Lift Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-3026606984674272865</id><published>2011-03-20T05:47:00.000-07:00</published><updated>2011-03-20T05:47:32.977-07:00</updated><title type='text'>Otoplasty Or Ear Surgery,Ear Pinning</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b style=&quot;color: #a64d79;&quot;&gt;Otoplasty&lt;/b&gt;&lt;span style=&quot;color: #a64d79;&quot;&gt;, &lt;/span&gt;is a cosmetic surgery  to change the appearance of a person&#39;s external ears. Otoplasty can  take many forms, such as bringing the ears closer to the head (often  called &lt;b&gt;ear pinning&lt;/b&gt;), reducing the size of very big ears, or  reshaping various bends in the cartilage. Other reconstructive  procedures deal with the deformed, or absent (microtic) ears. Otoplasty  surgery can involve a combination of moving, reshaping, adding, or  removing structural ear elements. This procedure is usually performed by  either an oral and maxillofacial surgeon, plastic surgeon, or ENT surgeon.&lt;br /&gt;
The pinna, or external ear, is made of a thin structural cartilage covered over with thin skin.  Each of the various folds and structures of the pinna is named. Ear  deformity results from distorted, damaged, or missing ear elements. Many  otoplasties are performed not because of actual deformity, but because  the individual is displeased with the shape of their ears.&lt;br /&gt;
&lt;h2 style=&quot;color: #a64d79;&quot;&gt;Candidates for Otoplasty&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSHeteENi-zfxRpWncz9H5elrr1EoRuyX57lzWyMuAfinNk46oxVpa4Tb2AVw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSHeteENi-zfxRpWncz9H5elrr1EoRuyX57lzWyMuAfinNk46oxVpa4Tb2AVw&quot; /&gt;&lt;/h2&gt;Most cosmetic ear surgery patients are children between the ages of  four and fourteen. The ears are fully grown by age four, and the sooner a  child undergoes otoplasty, the less teasing and embarrassment he or she  will experience growing up. Learn more about pediatric otoplasty.&lt;br /&gt;
Ear plastic surgery is also an excellent option for adults who suffer  from large, protruding ears or stretched earlobes. Adults of all ages  are generally excellent candidates for otoplasty surgery.&lt;br /&gt;
&lt;h2 style=&quot;color: #a64d79;&quot;&gt;Ear Surgery (Otoplasty) Cost and Financing&lt;/h2&gt;The cost of ear surgery varies depending on the difficulty of  patient&#39;s condition, extent of the surgery, experience of the surgeon,  and other factors. Otoplasty typically costs around $2,000 to $5,000. Financing options for ear surgery are available.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Preparing for Otoplasty&lt;/h2&gt;The otoplasty process begins with a consultation with a cosmetic  surgeon. The surgeon will go over your ear surgery options and discuss  your goals. Detailed pre-operative information and requirements will  also be discussed. Otoplasty generally requires some form of sedation,  and this will also be explained to you during a pre-operative  appointment. Learn more about preparing for otoplasty.&lt;br /&gt;
&lt;h2&gt;About the Ear Plastic Surgery Procedure&lt;/h2&gt;There are different types of surgery for ear correction, and  depending on which one is being performed, otoplasty typically takes  about one to two hours to complete. The patient is placed under sedation  while the cartilage of the ear is reshaped and any excess skin removed.  Read more about the otoplasty procedure.&lt;br /&gt;
&lt;h2&gt;econstructive Ear Surgery (Otoplasty)&lt;/h2&gt;Ears affected by a birth deformity or a traumatic injury can be  corrected with reconstructive ear surgery. Problems such as microtia  (underdeveloped outer ear) and ear injuries can be treated with a  variety of ear reconstruction procedures.&lt;br /&gt;
&lt;h2&gt;Recovery from Ear Surgery&lt;/h2&gt;Postoperative ear surgery patients experience very few side effects. Recovery from ear surgery  can take up to six weeks; however, adult patients can typically resume  their normal routines a few days after their procedure. Children  generally require a week of rest before going back to school.&lt;br /&gt;
&lt;h2&gt;Otoplasty Results&lt;/h2&gt;Otoplasty involves one of the shortest recovery times of any plastic  surgery procedure. Once the bandages are removed after the surgery, ear surgery results  will be immediately visible. It is imperative that patients closely  follow their surgeon&#39;s instructions and not tamper with or remove  postoperative bandages before the surgeon allows.&lt;br /&gt;
&lt;h2&gt;Otoplasty Risks, Benefits, and Side Effects&lt;/h2&gt;Cosmetic ear surgery can correct a variety of problems, including  cupped, folded, or protruding ears. The procedure can also help  eliminate self-esteem problems caused by having visible ear deformities.  Learn more about the benefits of otoplasty.&lt;br /&gt;
Although ear plastic surgery is known to be one of the safest plastic  surgery procedures, there is always some risk involved in the  procedure. Infection, overcorrection, and an extremely rare risk of  altered hearing are all potential complications associated with ear surgery.&lt;br /&gt;
Side effects of otoplasty  include postoperative pain, itching, and some degree of numbness.  However, these are typically minimal and can usually be alleviated with  medication.&lt;br /&gt;
&lt;h2&gt;Ear Surgery for Men&lt;/h2&gt;Ear plastic surgery has become one of the most popular cosmetic  surgery procedures among men, being able to dramatically improve the  appearance of the ears and provide a boost in self-confidence. Read more  about male ear surgery.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;modfloat full&quot;&gt;&lt;div class=&quot;module moduleText color0&quot; id=&quot;mod_4911705&quot;&gt;&lt;h2 class=&quot;subtitle&quot;&gt;Are you suitable?&lt;/h2&gt;&lt;div class=&quot;txtd&quot; id=&quot;txtd_4911705&quot;&gt;Surprisingly,  ear surgery is best performed on children as the cartilage in their  ears is more soft and pliable meaning that it is easier to be reshaped.  The best results can be achieved on a child between the ages of 4 and  14. This doesn&#39;t mean that adults are ruled out though; cosmetic ear  sugery is also an excelent option for adults who suffer from large or  protuding ears or stretched earlobes.&lt;br /&gt;
People who are suitable for cosmetic ear surgery usually have one or more of the following concerns...&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Large or protruding ears&lt;/li&gt;
&lt;li&gt;Enlarged earlobes&lt;/li&gt;
&lt;li&gt;’Cauliflower ears’&lt;/li&gt;
&lt;li&gt;’Lop ears’ (where the ear tips fold down and jut forward)&lt;/li&gt;
&lt;li&gt;Deformed or misshapen ears&lt;/li&gt;
&lt;li&gt;Very small ears&lt;/li&gt;
&lt;/ul&gt;A  consultation with  a surgeon will confirm whether cosmetic surgery is  right for you. If you suffer from severe ear deformities or if your ears  have been damaged during sport or during an accident then you might  require more complicated reconstructive ear surgery. This is a slightly  more complicated procedure which will most probable need a longer  preparation and recovery time.&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;modfloat right&quot; style=&quot;color: #a64d79;&quot;&gt;&lt;div class=&quot;module moduleAdSpot color0&quot; id=&quot;mod_new4&quot;&gt;  &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Before Surgery&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;module moduleText color0&quot; id=&quot;mod_4911706&quot;&gt;&lt;div class=&quot;txtd&quot; id=&quot;txtd_4911706&quot;&gt;The  surgeon will examine your ears in a consultation and discuss with you  the type of surgery which is best suited to your situation. In your  consultation you should make clear to your surgeon your goals and  expectations of the procedure.&lt;br /&gt;
A good surgeon will take you  through the associated risks and complications of the surgery. It is  important that before surgery, you are fully aware of the procedure,  what is involved and the positive and negative implications of the  surgery. Try and do some of your own research before your consultation  so you can ask your surgeon well informed questions. This will enable  you to make a more informed decision whether or not to go ahead.&lt;br /&gt;
It  is a good idea to ask your surgeon to show you before and after  pictures of previous clients so you can get an idea of the work they  have done before and what can realistically be achieved.&lt;br /&gt;
Once you  have decided to go ahead with the surgery, your surgeon will give you a  consent form to sign; make sure you read this and all the associated  material very carefully before you sign anything. The surgeon will also  take photographs of your ears before surgery in order to make  comparisons afterwards.&lt;br /&gt;
It is a good idea to make your Doctor  aware of the surgery in case there are any complications afterwards and  you need to go and see them. &lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;color: #a64d79; font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;strong&gt;Infection&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&amp;nbsp;is one of the most common complications of  any surgery. Infections can be easily combatted with antibiotics,  however in rare cases infection can require surgical damage and could  leave scar tissue.&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #a64d79; font-size: large;&quot;&gt;&lt;b&gt;&lt;strong style=&quot;font-weight: normal;&quot;&gt;Blood clots&lt;/strong&gt;&lt;/b&gt;&lt;/span&gt;&amp;nbsp;rarely occur, however  when they do, they can easily be removed with a needle, or tthey may  even dissolve naturally. If you experience any prolonged swelling and/or  bleeding you should contact your surgeon to ensure that your ears are  healing properly and there are no blood clots.&amp;nbsp;&lt;strong&gt;Hearing loss&lt;/strong&gt;&amp;nbsp;is  extremely rare and a highly skilled ear surgeon is able to evaluate the  possibility of such a risk and take the necessary steps to avoid any  hearing damage.&lt;br /&gt;
&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSgeoGvAdfzG-EdhARFhwRp_M12YXeXPsnptUi80yMmujNepQ2Zew&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSgeoGvAdfzG-EdhARFhwRp_M12YXeXPsnptUi80yMmujNepQ2Zew&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACmAKADASIAAhEBAxEB/8QAGwAAAwADAQEAAAAAAAAAAAAABAUGAAIDBwH/xAA/EAACAQMDAgQDBAkCBAcAAAABAgMABBEFEiExQQYTIlFhcYEUMpGhFSMkUmKxwdHhB0IlJlNjMzRUcpLw8f/EABkBAAMBAQEAAAAAAAAAAAAAAAECAwAEBf/EAB8RAAICAgMBAQEAAAAAAAAAAAABAhEDIRIxQVEiUv/aAAwDAQACEQMRAD8A86lsixZlHQ9aJ09bO2LSSASS84XPSj4rNJYFR13Sk8KPagLmxEUpCwlcHByKimdklYW1xrd6AsI2W/7sXJPz7k000ldUtf1nlPD2O6Pk/j3pVZySwOGLMir2K/3pj+mbl8ASNt7EgKKchJeIoEvry4wgefdnB3bVUfGtZ0mLDzJ1UZyRnH8qnJdWuWyomLfxE4x/eultFJdsCbmViRyoX/NCxeAy1G72elZFcdlHH50juDIWJkdgT/tDsaOu47a0HKRvKOuTSm41KYAiNdg+dZjQRxuJ5YTiMyqfdnPFASTyykmRvmdgrS5dpSWaYfLpn5UBIx6IvTqaKiM5UXaBf0NaE7TmLAqcu2mSRh5aspPXb0qy0mwN1oFkzqDmAcfOkuo+HblAzxKT143dfxqSlTLcbEkSf9GTIzkIei/Ac04iec20UcsRQjjI5UjjGf8AFJJtOvojh7eQAd8UdYPdxqiM20A8F8CnTJTgU2mwx5DKF5HRznP41S6faWuRvgBbPBCgVK6ZcTM+Xu4EA45YcfhVNa6tY2uGkv1Z+n6qIt/OsTSK3TrOJgD5cZyOd8h4/CipdLgeJGAVZF4BGe31qetNfheUJBHLIcdZCVx9BTaGSaZd7zKi9CAOn9aw1AGr2SFSCy5HAIGOan7aJwzqQyhe796c38sXm5gdpH6dMgUnuriG3Qm6mSIe2eanKNjJ0SlmlxDJ6gwboDjpX25tZQSxQk/Hv8ap7EISA6gr/KmMunwtDvhABzyKnGbZ1Sx+kKguJlCum4JxknAoe4ihh/X+QJ3U8Q5IH15ziqnUNPYsV2EP7KvJpVb6BPBLJdSIRBtIIPUj+9UvROMakmcrWCy1uHzYIfsl1D/4sajt7gUXb6a5XEF7HMD0Q+hvwOK6XNlHoxh1OzdiT6ZV6hgaOsba1uHeEzvHI/rQNh0IP8J6fSljKtF82JTSlEXS6TKQVaDY3YupO76j+1INR0qcbkZmAzz6cgVcT6Xq9uuYQkyj/bG5UH6NkVP6leywhl1C3kVx++hU/RhkVTkzl4NENeWLR5yW49+KB2MhyWI7cd6qbi9sZifMi2/xEZ/lQU1zotvl0E882OMgKoNUi7JziemeEo/+AaduXB8hQRiqH7BHOhUoGHXBFIvC0ok0Cwk59UIPNUcEh28DPFQfZ3RVxRNahZRwBi0ClRwW7j/FQmuAyTAQW+D2KAH+VesXNvHdKCeMnB4zSm58N24czReaQOwTGf6Vk6Eljdnmln4e1K9lQKPLzzgnnHvVjpHgreVWXU4nl7Qh+vw55qj0TSVS3uJZ5WS4eQKGzyoAyBR9qq6utzpuqJGJ4vUrou047MPYitybZVYIqNyBLLSYbQmIxNvTggkE12mnjgQqIifhtppo8bXluItQIa6t3a3eXu2OjfUYr5q2kOhLBt3b1d6pFnLkx06IjV9TkXKRoUH7y88/GofVJmMxLnzVIx9/P1+dXOr2W5jHuaIDJPG5fnUjfW627OWaCRCODk/1piFU9lPYThweeaf2km8FD0NROiTs8YLd+tVdlLtxyK5Fpnop2h5aRMcbk8wD/wCQrrJHDOCpwQVwQaGtboqwZSAQPxovz42Jk4ViOR0q3aEEp08WqSAyxG2k9OJOg+HyqR1VnsWiVCA0MhQFTng8iqjU0tbyWCG+EvlxyscqcDkcZ+tRXim8jG4xhVUyZAHwqa+FUelWd4slujseGQHNC3xSRSCAQfcUq0iX9ht1LdIxye/FEX1wFjJzTxeiE6JfWrC0JP6mMZznAqL1GzhUtsOBVhqM/mTMVHHSpXVcAsQMVWJzvZ6Z4TH/AC9p4HaBcVTWnB561P8Ag5AfDunH/sCqKEYYVH09GC/CGNvZpIRnI5yfjTOe3Tytu0AAYzQmnuePxzReouVtpCg5xVK0c82+aQpksR+0xlNySoHUdM9s/wAqnbXzbPx3bo2SktqpI6gHOCKbay0q6pZXNtLIHOY3jzxtGO340LfOZPFEE8SExQw4YgdWJ+6Pc1N0dMOVU/R5p8DJdzkdDMzHH0FNbna0BJ5bHehdIyoYuMnHJ9yTk0Xc4By3XHPyqq6OPK7nRB+JI0SQsApHJ6V57q9rCd5brydqj869U1+NSJCgAB5IqB1SyO/enPf5UExMi9ArDEaqq/Wn1tLhRz0qVsbkng08t5jtAqFUdT0PIrjnimMM4IwTU3FNyDTCGY9CeKaLFYN4skaKDekrICQSB3xXmGqTy3uoLEuSAQMV6VrtsuoW5iZmU9mB5FKNF8Nw2DyXEzebIfukjpTppbJylaoaWJZLaNCfuqB+Vc7+4O3k810VwnGKWahLyeaWIkmLp5f1nxPWlGoW5foD86PkbnBPOefh3oa6bdGSpPXpVUxaPTPCChPD9gvtCKoIk9XHWp/wi2dDsQf+kKprdVODmko7FL8oY2aAY7V21NgthKxOML1rSAdORitdTtje2Utsr7C4xu9qbwi3crJzTL12aSWVBNM3AJGfr8qYK6vKDnfL+9jAX5CvunaMLNB50gkI6hRgVtbwb7g9hmk2X5LwbWhVVVVXj3rpdPlMZx7mviII1BXr7UJcyF/Tn5kU/SOV7lYh1htzsAQM9M1A61M0ecvt9sc1Z+JbhbcBiTk9h1qM1eGS+h3Z4HfHelWwZBFZsBg/Cm8Mo4BqWsLkso9x1pxBcZUZ7fGtJFOV7HUcwB4oyG42jkmkMU/fPFdhc8fe5qdAbHElxuPWsNx6euaTG4x05yfetknyp5oih00oCE5pNcyZY0RNP6KXsS7U0RX2cJAS2E6nnNcpEKDrn50cV2rQs/emCeg+Fn26RaD/ALYqptJMgc1CeGrsfYYUz91cVXWk2AOaxSL0UEMnHSiQ340qhmOMmiEm79qNgYVcOBGe1cLNE3ZNcbiXOOePaiLI7hkDCilvYX0EXTBYsk7VAzyaj73xJtneO3iyq8GRj6fpTDX7qW8l+x2rELj1MKSvoo9K56dvjSSb8NFaBLmRLuUyXDhzjJ7AD5VN+I8QwRywKEGScDsM8cf/AHrVdJpKRowVs88jsai/GH6mTyt2FC8c9DnqKON7oTJFpWwBNIGM7o4mHO3gE1v9imhIeCRJMdn28/TpXSe7tAuBA8rju5Iz9AKG8qSdN4ONx4GeldDOZOTCXv8AyQUutPhDAfejIBH071ia7YEYlgj9sqoB+o6VkGjswx+sU9SV7n60fF4RMsamVQQeck80lodRsTXF5GQTaSwuD0WTqP7UsuL2RFw7PGT7McD61UXXgy2Rd2541A6HnNJ5vC85mSKykLFzgI3+aXlErGDonrm8vAAIrp8D4nJ/vQn6Ru92GnlB9w1ei3HhfRNE0/zdVzLKR6iWIGfZQKhNZgs1nEmms3kOPut1U+1PCaehcuCcFyBmvr3/ANXNj/3V8a5vNgPnStnvurRIsAZyK6g7RjsfjVDnVhWm6hd5WOK6njbvtaquyvbtFUPrNyX7hWJxSjSbC3+yC4mO0uM4B5NObCytGAeViAe3+ev0FI6H3XY9sNQutyk388ijvuOT8xVDBdS3EZCTzK3vz/LPFB6NoBuSHSCTygBgMACf7Cn36Pisk3vCyBRy3Lgfgc/lQtD8JrsWzJcsn/nHDexY9fpW9udSQASXjbevLHFESzw3Bx5qMP3hzn68fnWn2aRgRC7MPcNWMhddx38jr9nnkR3ONynFU2jaZPHCi3FxLPJjnLHn60LYWEkt0pmbJHJ74+tWttAkcIVFABHJHU0FG2M5cUA22mRbS9witv5wRwKR61pmjv5y3On2shIULuiBx74qvkHFLp9KtbmZZZowWHSs4/AQn/R4tZafBEC8qkgH7rHn8KYWVut1dJ+zbo0xjd0FOZpXvZNoXbGeACM030uyS3wcbvifes3bEhG9na0sEWJGeNV4zyO9crtIYuAoX+L+1NZXbIVQCWPX4UDdwjIZgPT0HtSz6OjHFCowRsSxTPxPNfbdYYmkuZEULEM9O9dmbLY9+DSXxjcG10GZIm2mRtufbtn+dQW2daSSPN/Eur3Gt6s/LMhcrEg6VrrumLYPaWKsvnBN85z0LdBRnhmziUyapdJ+z259Ktz5j9lH9f8ANO7TwtJrFvc6heOwvJyXUew7CrxpEMsuWiHks2ifA9XyrRrOV1BCnGfans9hc2ZMVxH6lPUjFFW8IeNFK4VV6ZzzTOVEeCENrC6JtdyOOT+6PYfGrrwHpqahObyRf1UGEjXtnuf6fjU7qtky2bSoPSuCcfE1c/6c+nwuFU+vziM/U0snaKYYrlZcJZ7YA8ckgOdoCuQPyqb1W81HSLu3uUd5bF7hYp45HLABjgEZ6c1VNJ5EUcKKZHYZwO1IPFrXUyabp0SQgXdwvmgDJCqQxOe3ShLo6Iu3sCutEa1v3lt8iNju2e1MbUsECKhJ+dUkcaSqxkQEY4yKXeVDHcsNvABPwzRjo53TZ9sEKuN5y3fHT5VRwv6B3pFbLvcbRgDgYp3Eu1ABVIksqRvI4xXB5SOa+zA4zQsuWQis2LGKoiLeRMrhfV344ptbybvTnaQMYpDaTAjcRjHY0fZzHezt8xUkx4oaNK4w0jAkDAoG/vC2Qv41u53qcn5UqveB9449qWb0XjV2dNxAXB6tU14+n36P143/ANTRU+orDIqZ7ZHxpR4vdrjSFROXLDA+tTh2VlKzv4W0UnTrS4vWPlvloY+wGevzq5s4gse1AAORmpHSJ5F0nSLNjhlUtjHIH1qrgnjhhOSR8O9UT2RrYn123jkydoOO59hUjINit5fTPGe4qr1mYOCqAqD8eTUteqEUgHgcfKg2FRCUtzPoMv8AFGeo9v8A8pr/AKUXCyafdWTn1LNvHyzn+tcdCljksViflVXDCkWk3snhXxlsuDi2nIAPbHaqeCQdSPYbf0Ty725ZgNxHauOpzW2nrPqMgMxtoyxOPujvXUBJAsiH0OuVYdCPatdQs1v9IvLM5CyxMhb2reF2/UNtJu49T0eC+gBCypuUYoCYbpycZJ6itPCM8o0OCCWLyzAvl4HQ44zRrrl8jrRW0c9OEmj7bgRqF79zTGJ/T9KAXg5xmunm4xTrQslyDJMFaGYfhWLMCK+P6jRewRjWjzaBwY8Dv3NGwSgPnoM4oFYvLiAI4A6/1rpG3HJIOa5rMtDVn4NK9QkJU8/CiBL6Rk5HY0BfNwcVpFEyeuLaTUbkQRtskBOw0LcpciGSG8BWWE4IPuKaacduqKxz15ojxvbfs4vYeDwrn3FaPwfZ88JSfpC1ElygzDmNfjzkn86fzCOMFUyPlUl4GuSbWWMnhX61QXMwOT7UzAgC/njViucs3cnmkF85c7RgZ4pjqEoJLHsODSSdtxPPzoJDh2gXambyQevWqXXNAh1+z2EhLhOY5Pb4GoSxl8nUAy85OTXpmjy74kJPNOc6e2id8O+KL3w3dJoviFDsUhUm7Eduf616fFcxSxq8JDIwyCDSHV/D1j4hsxDep61B2SKfUtKNN0fW/DzeTFexXVmp9CyghlHzrdFU0+y+tyvlHB+Rr6q5XBJzSXSryZ2YTqq/AU4hbPJp4k56Z1TliB+dfJRx0NbDHXoa2zkYzRFUgcHB6V1z0wPzr46dwKxRgVh27PO1nikhXDcgdjWiSL34+dCpash2vgjPUVs0Zjbqc+3YiuZMUPDZQChb05U1tE/HHSuVzjFZhFkLbLtSR0NUNwYru2MUyq6MvKnvU652ygimUE+Yx8qC7HvRxhhhsspbosa5zgCtbiYbfnWXMg3E0DJMMe9MYEv5cr1pbuwMZ+dE3kgY0vlftmmQzZocfaY3Vu/PNeieHZSYFBOc9682UESBnGAx9OOc/wBqu/Db8L7H2pmc/pf2bHFd7iLzI/jQVi+4CmYzt+FHwe9i2NBG3IHFMIZMYBoSZMEkZ5rVX2nrmmQGOEcFa+7uBzS+O4+NEJLRECwwrDih99ZvwKw1Hnk4Aww7c1pOTg/KsrK5Qs1QkA/GuczdaysomQruSFasguD7VlZWHNJZ2cH2FCSyEDFZWUyMATvk0BO3BrKynRmNfsCy6VBMCA5iDZ96c+EpWZAD/tYisrKDJLs9AsD0PvTmP7tZWUyGZznXIpdMSvIrKysE5LMc5GaMgnJABFZWUQIJWTjNfHlIFZWUQo//2Q==&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ-Y7RL2eg3t-Rp1tNvr8q5PcGIoqSSSUCuLTKYyWxdiDReA2BMtC2PZh8&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ-Y7RL2eg3t-Rp1tNvr8q5PcGIoqSSSUCuLTKYyWxdiDReA2BMtC2PZh8&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSq1IY9twgxT97dPLU9sPE-gSDVCz9aokL0yZ-ifQ92WE4FW6U-RAhKDfer&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSq1IY9twgxT97dPLU9sPE-gSDVCz9aokL0yZ-ifQ92WE4FW6U-RAhKDfer&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTKNFw--386sqPU0a4MZkPrWGgoPlDTMqGopLRiBbNI67uxTxZjLg&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTKNFw--386sqPU0a4MZkPrWGgoPlDTMqGopLRiBbNI67uxTxZjLg&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQiZI35z5Y5yg_jkFpiotFpq38tMqa0aMzJyYruvLdIciGiVM-lsw&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcQiZI35z5Y5yg_jkFpiotFpq38tMqa0aMzJyYruvLdIciGiVM-lsw&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQ_QZUrgSYttYgHeMFGCEjb1hHe98HKGwDp0_HVYZv35SgstWgauFbU0mBzLA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQ_QZUrgSYttYgHeMFGCEjb1hHe98HKGwDp0_HVYZv35SgstWgauFbU0mBzLA&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRIn3evBhOiMBAwJtef9pwve83l04OAGtmeIVm4v073MlKQv2lstNrIxOA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRIn3evBhOiMBAwJtef9pwve83l04OAGtmeIVm4v073MlKQv2lstNrIxOA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTKMY5LuVI8Qk4Ifj1mu-xJh0Xro7pLDv6uBH1xIJPCaynECLQr-5HaHoo&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTKMY5LuVI8Qk4Ifj1mu-xJh0Xro7pLDv6uBH1xIJPCaynECLQr-5HaHoo&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQTIFV1PsILJYysTbzehFliBTPH4R1rKDc4NgvHhMVTaVcSMC_IJnm-mxKv&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQTIFV1PsILJYysTbzehFliBTPH4R1rKDc4NgvHhMVTaVcSMC_IJnm-mxKv&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSSbBTdunJCsMvTqlUwsBwmFOdQu9h5nWFoa4TibvpLjyXv9n2B6YFDJiJNHQ&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSSbBTdunJCsMvTqlUwsBwmFOdQu9h5nWFoa4TibvpLjyXv9n2B6YFDJiJNHQ&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQH6HHZTopBwV-o_1HdqLm6xHk6p3LIxURThLu7kIa3149kV6OQ_3w6N730&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQH6HHZTopBwV-o_1HdqLm6xHk6p3LIxURThLu7kIa3149kV6OQ_3w6N730&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSxOQPYg_GkP577WqCTD34MQl7JTJBxmFL5SsZs6Z_r42Vpqo71f-JWCDg&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSxOQPYg_GkP577WqCTD34MQl7JTJBxmFL5SsZs6Z_r42Vpqo71f-JWCDg&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS2BzTGnV1WNi8XD83IlqArJV7CEh_ykAZdeoSKSliG1Ch66r5P&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS2BzTGnV1WNi8XD83IlqArJV7CEh_ykAZdeoSKSliG1Ch66r5P&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTpRQC0uwIjhZyYTS1q_MyQ4z63XKhGU7sYvP79Tdg0fLxwdBHAu9Loy3QL&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTpRQC0uwIjhZyYTS1q_MyQ4z63XKhGU7sYvP79Tdg0fLxwdBHAu9Loy3QL&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcScmIAbSK6y3_J3L39LUJteEHc2Wg5WffYbdncIo_rj_4gtOYS-PS7u680&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcScmIAbSK6y3_J3L39LUJteEHc2Wg5WffYbdncIo_rj_4gtOYS-PS7u680&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSQWcgQBwxF2U96S6AIDatpjv1gmjTn_XdP8UOsCasDG4Up-Ra8&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSQWcgQBwxF2U96S6AIDatpjv1gmjTn_XdP8UOsCasDG4Up-Ra8&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQZ7_KQhfuT4WxrilSl3J6bXrLHsI-ahnzFXI_vCFtfwwWhi9Rv&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQZ7_KQhfuT4WxrilSl3J6bXrLHsI-ahnzFXI_vCFtfwwWhi9Rv&quot; /&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/3026606984674272865/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/otoplasty-or-ear-surgeryear-pinning.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/3026606984674272865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/3026606984674272865'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/otoplasty-or-ear-surgeryear-pinning.html' title='Otoplasty Or Ear Surgery,Ear Pinning'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-6892284179480460374</id><published>2011-03-20T04:14:00.000-07:00</published><updated>2011-03-20T04:14:07.111-07:00</updated><title type='text'>Hair Transplantation Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;color: #a64d79;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;strong&gt;What is hair transplantation?&lt;/strong&gt;&lt;/span&gt; &lt;br /&gt;
People suffer from pattern baldness  for various reasons, heredity leading the list. Stress, disease and  harmful medication too can result in male pattern baldness and hair  transplantation is the most effective solution for it. The process  involves transplantation of the scalp’s hair-bearing portion onto the  bald area. Thanks to recent technological advances hair transplantation  is today considered one of the most  convenient and affordable methods  of medical hair restoration. No wonder it is so popular among the  balding masses, though there are several  alternatives to the hair transplantation method of medical hair restoration. Intake of Propecia is a prominent one.&amp;nbsp;  &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #a64d79;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Hair Transplant Procedure&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: #a64d79;&quot;&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTQdH_BP_cHvuKIPxFR6f-HOCbOItfnJ5jPwoDjiTD3BvkYdz_n&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTQdH_BP_cHvuKIPxFR6f-HOCbOItfnJ5jPwoDjiTD3BvkYdz_n&quot; /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT_L3ORtlCutTkNfyzMhb6iPfrbECfn5N4Ye_LxHYgCQroNDWwsjsMn79-F-w&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT_L3ORtlCutTkNfyzMhb6iPfrbECfn5N4Ye_LxHYgCQroNDWwsjsMn79-F-w&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;color: #a64d79;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;strong&gt;Why hair transplantation is favored &lt;/strong&gt; &lt;br /&gt;
Hair transplantation is the most effective method of dealing with male  pattern baldness. The surgery involves removal of the scalp’s  hair-bearing portion and transplanting it onto  the bald patch. Recent  technological advances have made hair transplantation so convenient and  affordable that it is today the most popular method of medical hair  restoration.&lt;br /&gt;
&lt;br /&gt;
Besides the  hair transplantation method of medical hair restoration there are other options for surgical hair restoration, Propecia  being a prominent one.   &lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;strong&gt;Procedure of hair transplantation &lt;/strong&gt;&lt;/div&gt;Hair transplantation surgery is a delicate affair calling for a series  of precautions. In the surgery that takes about four hours the scalp is  treated with certain antibacterial chemicals and then shampooed.&lt;br /&gt;
&lt;br /&gt;
The surgery involves harvesting a strip of hair from the scalp’s hairy  area, or the donor strip, that measures 1-1.5 x 15-30 cm. Great care is  taken while removing the excess fatty tissue to ensure that the vital  follicular cells come to no harm. Using binocular microscopes for close  inspection the surgeon punctures the graft-receiving sites with a fine  needle. These are then arranged according to a predetermined density and  pattern and the individual grafts placed on the problem patches.  Normally 50 grafts per square centimeter are considered enough for  providing acceptable hair density.&lt;br /&gt;
&lt;br /&gt;
When done properly this method of medical hair restoration can yield  breathtaking results. It becomes hard to tell whether the hair is  natural or been transplanted. Surgery is also convenient because much  less time is used up in separating the follicular units and their  transplantation in the problem areas.&lt;br /&gt;
&lt;br /&gt;
In hair transplantation surgery it is also possible to save the  follicular units from iatrogenic injuries that bedevil the dissection  phase and during placement of grafts.  &lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;strong&gt;Precautions before and after surgery&lt;/strong&gt;&lt;/div&gt;Several precautions are taken while conducting hair transplantation  surgery, of which the patient is informed in advance. S/he also decides  whether to go in for single or multiple sessions. But it is important  that no medicine other than the antibiotics prescribed by the surgeon is  taken and the patient stays off alcohol for a designated period before  surgery.&lt;br /&gt;
&lt;br /&gt;
The operated area must not be shampooed or exposed to sunlight for some  days after surgery. And don’t get scared if some of the hair falls off  in the displaced area. This is part of the process of hair renewal and  re-growth takes just a few months to resume.  &lt;br /&gt;
&lt;br /&gt;
After the hair transplantation surgery the patient loses hair in only  the areas where none was transplanted. Whether to go in for medication  or hair transplantation treatment of the untreated areas is the  patient’s prerogative. But if he s/he has opted for surgery in one  portion it makes sense to repeat it in the newly balding areas as well.  For remember that medication isn’t half as effective as transplantation  in these extreme cases.&lt;br /&gt;
&amp;nbsp;&lt;strong&gt;What is hair transplantation?&lt;/strong&gt; &lt;br /&gt;
People suffer from pattern baldness  for various reasons, heredity leading the list. Stress, disease and  harmful medication too can result in male pattern baldness and hair  transplantation is the most effective solution for it. The process  involves transplantation of the scalp’s hair-bearing portion onto the  bald area. Thanks to recent technological advances hair transplantation  is today considered one of the most  convenient and affordable methods  of medical hair restoration. No wonder it is so popular among the  balding masses, though there are several  alternatives to the hair transplantation method of medical hair restoration. Intake of Propecia is a prominent one.&lt;br /&gt;
&lt;strong&gt;Causes of pattern baldness&lt;/strong&gt; Most people who lose scalp hair are genetically predisposed to pattern  baldness. Such people have a male hormone in their hair follicles,  called testosterone, that gets converted into dihydrotestosterone (DHT)  by an enzyme called 5-alpha reductase. &lt;br /&gt;
&lt;br /&gt;
The effect of DHT on the hormone receptor in the hair follicle is to  slow down hair production, thus resulting in weak hair. When that  happens hair growth can cease completely. Baldness follows a certain set  pattern. It’s usually the temples or the crown of the head that first  start balding. Then it spreads to the other areas. &lt;br /&gt;
&lt;br /&gt;
Stress is another cause of baldness. People who lead stressful  professional or personal lives, and do not exercise enough, are more  prone to baldness than those who are carefree.   &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;strong&gt;Why men are the biggest sufferers &lt;/strong&gt;&lt;/div&gt;To find out whether men are more likely to suffer from pattern baldness  than women you don’t need to consult an expert. Just look around you and  you’ll have the answer. Yet why does this happen? The reason is  biological. Women’s bodies to not produce the male hormone testosterone  that causes male pattern baldness. &lt;br /&gt;
&lt;br /&gt;
The production of testosterone in the male body continues throughout a  person’s lifetime. A new supply of this hormone produced by the  testicles is always on the way. To make space for these new supplies the  older lot gets converted into di-hydro-testosterone (DHT). As the body  ejects the DHT, a waste material, the hair follicles in the scalp get  clogged and become incapable of holding on to the hair. This is what  causes baldness. &lt;br /&gt;
&lt;br /&gt;
People in the 20-45 age group are particularly vulnerable to male  pattern baldness. To repeat, both hormonal and lifestyle factors can be  the cause of male pattern baldness. Of all the methods of medical hair  restoration it is hair transplantation that such people need to go in  for.   &amp;nbsp;&lt;strong&gt;Risk factors in hair transplantation&lt;/strong&gt; &lt;br /&gt;
Hair transplantation  is a highly effective method of medical hair restoration. In it the  hair-bearing portion of the scalp is removed and transplanted on to the  hairless one. What results is natural hair where there was none.  &lt;br /&gt;
&lt;br /&gt;
The risks involved in hair transplantation are minor and can include  bleeding, infection and scarring. Pre-transplantation anxiety is less  easy to quell due to the numerous misconceptions surrounding it. It is  normal for patients to become jittery, especially while the hair  transplantation surgery is in progress. The long time it takes tends to  make the person undergoing surgery restless. Patients report varying  degrees of discomfort at the donor site and of the forehead swelling up.  The swelling, however, is temporary and recedes within days of surgery.  A good surgeon prepares patients well in advance, so as to raise their  comfort level and ensure speedy recovery.     &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;strong&gt;Alternatives to surgical hair restoration&lt;/strong&gt;&lt;/div&gt;Hair transplantation is the only permanent method of hair restoration.  There are also some medicines that, when used regularly over an extended  period, slow down and, in some cases, even reverse baldness.&lt;br /&gt;
&lt;br /&gt;
Among the medicines that assist medical hair restoration Minoxidil,  marketed as Rogaine, is a popular one. It is applied on the scalp twice  daily and acts variously on patients, depending on their constitution  and the extent of baldness. Having applied the preparation the scalp  should be massaged thoroughly, and the treatment pursued over an  extended period.&lt;br /&gt;
&lt;br /&gt;
Finasteride, marketed as Propecia, is another medicine which is sold in  pill form and taken once a day. The Propecia hair loss treatment is  known to work well in cases of male pattern baldness, but only if it is used over a long period of time.&lt;br /&gt;
&lt;br /&gt;
There is also the camouflage solution. As the term implies these colored  creams, sprays and powders camouflage the thinning hair areas on the  scalp creating the illusion of hair in and about the area where it is  thinning.&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;strong&gt;Painless hair transplantation&lt;/strong&gt;&lt;/div&gt;Hair transplantation techniques have seen various advances in recent times. All these ensure painless hair transplantation.&lt;br /&gt;
&lt;br /&gt;
The Woods technique of follicular relocation offering painless hair  transplantation is really quite different from traditional surgery,  which is painful and can cause scarring. The Woods method involves  transplanting of only hair and not the excess tissues, as is the case  with the older techniques.&lt;br /&gt;
&lt;br /&gt;
This means that the transplant site needs only to nourish the follicles,  resulting in a higher take rate and a much lower risk of a fallout  caused by localized shock. The method has benefited over 2,000 people so  far.   &lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;strong&gt;Propecia &lt;/strong&gt;&lt;/div&gt;Propecia is a safe and reliable method of hair restoration. It prevents  the conversion of the male hormone testosterone into  di-hydro-testosterone (DHT). The production of testosterone in the  testicles is unceasing during a man’s lifetime. As new supplies pour in  the testosterone that was present earlier gets converted into DHT – a  waste product. While it is getting ejected the DHT clogs the hair  follicles of the scalp. As clogged air follicles are unable to hold hair  it starts to fall.&lt;br /&gt;
&lt;br /&gt;
The Propecia hair loss treatment blocks the conversion of testosterone  into DHT. This hair restoration method uses a steroid type II alpha  reductase, which works on the testosterone and synthesizes it in 5-alpha  DHT.&lt;br /&gt;
&lt;br /&gt;
Marketed as a pill, Propecia is taken once a day and the treatment  continued for at least three months. The Propecia hair loss treatment,  however, works only in the case of male pattern baldness. &lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;&lt;strong&gt;Side effects of Propecia&lt;/strong&gt;&lt;/div&gt;The side effects of Propecia are minor, such as hypersensitivity,  swelling of the lips and itching. Propecia side effects vary according  to the patient’s constitution and disappear after the first few days of  treatment, as the body gets adapted to its use.&lt;br /&gt;
&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIniOKCplibrgXGi5GNN9RBYc-X0XRxeN0EhHNxjOpx5LkO1hZ&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQIniOKCplibrgXGi5GNN9RBYc-X0XRxeN0EhHNxjOpx5LkO1hZ&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTEbtheWWR2zW0vA--gfpZw3kwg-xGHHLjhw-NNTzylY7mEQYfK&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTEbtheWWR2zW0vA--gfpZw3kwg-xGHHLjhw-NNTzylY7mEQYfK&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTWBkthmm_uwOpUAcTU4ZMHY5180eYstClSRBKToKCGzm0Eh4le&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTWBkthmm_uwOpUAcTU4ZMHY5180eYstClSRBKToKCGzm0Eh4le&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSONl-hdFd1xduoDA92PpqsvuOzbesC8PArcUn7hFb4c4dsNC1w&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSONl-hdFd1xduoDA92PpqsvuOzbesC8PArcUn7hFb4c4dsNC1w&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSf-nmzpr03wkISMLG01TDCv6tA400b_LMe3LDiCTGI6njlOhIJdl0K0jGayA&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSf-nmzpr03wkISMLG01TDCv6tA400b_LMe3LDiCTGI6njlOhIJdl0K0jGayA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR83V_OydOyA-GgyMTsrSsWqeINgo3xUy1bbhlQtXBvOX9Y5XuKgA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR83V_OydOyA-GgyMTsrSsWqeINgo3xUy1bbhlQtXBvOX9Y5XuKgA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQoEAeVUotIoo4S0Ej_1ZUg4eqNhnfU4OoNuTNVmSoHs4qKoaLmrPmP2H_a&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQoEAeVUotIoo4S0Ej_1ZUg4eqNhnfU4OoNuTNVmSoHs4qKoaLmrPmP2H_a&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSgxGRHhXqwEtqQfTi0EmB0bmpMYawSbZ7vDZDwGvewJMtabdF-f1AqbBZHnA&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSgxGRHhXqwEtqQfTi0EmB0bmpMYawSbZ7vDZDwGvewJMtabdF-f1AqbBZHnA&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQ-pkdM8qvy8shyMbUrLu5TFg2-5gGPZmbhSZzI8axREEfsjD0CvOeoSyRO&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQ-pkdM8qvy8shyMbUrLu5TFg2-5gGPZmbhSZzI8axREEfsjD0CvOeoSyRO&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTHBMG-bHF05yc3PeAWJgVgATLH32_fqgIXZcyJciWTTbHfJKQF&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTHBMG-bHF05yc3PeAWJgVgATLH32_fqgIXZcyJciWTTbHfJKQF&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQy3HKaOSjupBnHVsXxqZM9lhM69TI020cZIQNkJc6rWyiBj3Xc_RoLbKUP&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQy3HKaOSjupBnHVsXxqZM9lhM69TI020cZIQNkJc6rWyiBj3Xc_RoLbKUP&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ7z386dXEvwmtukivn9DjQVDuC0YxFM2vo5tqYHtBAp6fA9Y4GKjrP8a-XXA&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ7z386dXEvwmtukivn9DjQVDuC0YxFM2vo5tqYHtBAp6fA9Y4GKjrP8a-XXA&quot; /&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/6892284179480460374/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/hair-transplantation-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/6892284179480460374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/6892284179480460374'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/hair-transplantation-surgery.html' title='Hair Transplantation Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7924508181645077758.post-8361774378237963186</id><published>2011-03-20T00:19:00.000-07:00</published><updated>2011-03-20T00:19:13.202-07:00</updated><title type='text'>Hair Restoration Surgery</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;color: #741b47;&quot;&gt;&lt;b&gt;Hair restoration&lt;/b&gt; includes the medical and surgical treatment of various forms of hair loss. The most common cause of hair loss is androgenetic alopecia (AGA), also known as male pattern baldness or female pattern baldness.&lt;/div&gt;&lt;h2 style=&quot;color: #741b47;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Medical_hair_restoration&quot;&gt;Medical hair restoration&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Propecia (Finasteride) is approved for medical hair restoration for men with AGA.&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; Minoxidil is approved for treatment of men and women with AGA&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Medical_hair_restoration&quot;&gt; &lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;color: #741b47;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Hair_transplant_surgery&quot;&gt;Hair transplant surgery&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;color: #741b47; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Surgical hair restoration is the only permanent technique that can move  hair from permanent zone to the balding area. Hair restoration surgery  is a procedure where natural groupings of 1 to 4 hairs, called follicular units,  are extracted from the patient&#39;s donor site then moved to the area of  balding, called the recipient area. Hair restoration surgery, or hair transplantationhair replacement. The International Society of Hair Restoration Surgery &lt;sup class=&quot;reference&quot; id=&quot;cite_ref-1&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Hair_restoration#cite_note-1&quot;&gt;&lt;/a&gt;&lt;/sup&gt;is a medical association of physicians who specialize in hair restoration.&lt;span class=&quot;mw-headline&quot; id=&quot;Hair_transplant_surgery&quot;&gt; &lt;/span&gt;  has been traditionally used for the treatment of male patterned  baldness, but it has gained popularity for treatment of female patterned  baldness, eyebrow hair loss, and to restore hair in any part of the  body. In addition to cosmetic purposes, hair restoration can be used for  treatment of hair loss due to trauma or burn. Hair restoration should  be performed by certified surgeons, who specialize in hair replacement. The International Society of Hair Restoration Surgery is a medical association of physicians who specialize in hair restorati&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;on&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Follicular_Unit_Transplantation&quot;&gt;Follicular Unit Transplantation&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The gold standard hair restoration surgery technique is Follicular Unit Transplantation  (FUT). In FUT, follicular units are extracted from the back of the  head, where hair tends to be more permanent, in a strip of skin called  the donor strip. Onchttp://www.blogger.com/post-create.g?blogID=7924508181645077758e the strip is removed, the donor area is either  sutured or stitched back up, ideally in a way that minimizes scarring.  If done properly, the remaining scar, called a line scar, will only be  visible with short-cropped hair or a shaved head. After the donor strip  is extracted, it is dissected into individual follicular units. These  are then transplanted into the recipient area in the patient’s balding scalp where they become viable hair-producing follicles&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt; Hair         Restoration Advice for Men and Women&lt;/h2&gt;&lt;div class=&quot;bodytxt&quot;&gt;The aim of this web site is to provide you with comprehensive advice and guidance          on permanent hair loss solutions. If you are new to hair restoration         and hair transplants and would like to review comprehensive information         concerning hair restoration surgery, hair restoration advice dot com         is for you!&lt;/div&gt;&lt;div class=&quot;bodytxt&quot;&gt;A wide range of articles  grouped in different         categories are  there to provide you with information and advice that         in total will provide you with the means to a complete         hair loss solution. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: #741b47;&quot;&gt;Starting with the basics of hair biology   and hair loss, the articles gradually   introduce you to the whole realm of hair restoration surgery as the final   and permanent   hair   loss solution. &lt;/div&gt;&lt;br /&gt;
The section how to   choose a hair transplant clinic and surgeon helps you to choose a hair   transplant center which has both a good reputation and affordable   hair restoration costs. &lt;br /&gt;
&lt;br /&gt;
Once you know how to decide on a hair transplant clinic, the next section   provides you with a comprehensive guide for interviewing   your hair restoration surgeon and what you should expect from a hair transplant   doctor.&lt;br /&gt;
&lt;br /&gt;
The successive sections impart information on more practical aspects of hair   restoration and provide you with exclusive tips on preparation   for the transplant surgery. You can also view in-depth information about   the hair loss restoration   treatment procedure and get valuable  advice on post   restoration surgery care. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: #4c1130;&quot;&gt;Hair restoration   advice dot com is a totally objective and comprehensive source for hair restoration   and hair transplant       information on the Internet. Reading through the content presented inthe    web pages of hair restoration advice; you are sure to find hair loss solutions   and answers to any   doubts   that you may have about the hair loss restoration aproach.&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;bodytxt&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;h2 style=&quot;color: #a64d79;&quot;&gt;Hair Loss Restoration Treatment Procedures&lt;/h2&gt;&lt;div class=&quot;bodytxt&quot;&gt;The success of any hair loss surgery treatment largely         depends upon hair transplantation procedures adopted during the hair         restoration surgery. With the emergence of single follicular unit hair         transplants as the standard  for hair transplant surgery, the hair         loss treatment         procedures have become more or less standardized in different clinics.         A good hair restoration surgeon always uses only these standardized         hair         loss         treatment         procedures         to achieve aesthetically pleasing results. The standard restoration         treatments provide a good         hair loss control  and permanent balding         cures. Good preparation or pre-hair restoration care for the surgical         hair restoration is also part of the standard hair         restoration treatment procedure.&lt;/div&gt;&lt;div class=&quot;bodytxt&quot;&gt;The following articles provide you the in-depth information         about the standard hair loss restoration treatment procedures adopted         during the hair restoration surgery. Once you understand these procedures,         you are in a better position to question your hair         transplant surgeon during       the interview and can expect a better control of your hair loss .&lt;/div&gt;&lt;div class=&quot;bodytxt&quot;&gt;&lt;h2&gt;Hair Restoration (Replacement) Basics&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Surgical hair restoration is a permanent way for men and women to  achieve a healthy head of hair. Today&#39;s innovative hair restoration  treatments help to treat male or female pattern baldness and help  individuals who have experienced hair loss. Hair transplants have been  available for the treatment of progressive hair loss for over four  decades and the techniques have improved significantly over the years.  From harvesting donor hair to reducing the amount of tissue that needs  to be removed from the donor site, men and women have several options  available for hair restoration and hair transplantation.&lt;/span&gt;&lt;/h2&gt;&lt;h3&gt;Hair Restoration (Transplants) Cost &amp;amp; Profile&lt;/h3&gt;&lt;img align=&quot;right&quot; src=&quot;http://www.locateadoc.com/images/icons/icon_dollar2.gif&quot; style=&quot;margin: 0pt 8px 0pt 0pt;&quot; /&gt;     &lt;ul&gt;&lt;li&gt;&lt;b&gt;Avg. Cost&lt;/b&gt;: $8000&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Candidate&lt;/b&gt;: Hair loss&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Length&lt;/b&gt;: 1-2 hours&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Treatments&lt;/b&gt;: One or more&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Results&lt;/b&gt;: Usually Permanent&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Back to work&lt;/b&gt;: 7 days to 3 months&lt;/li&gt;
&lt;/ul&gt;&amp;nbsp;&lt;h1&gt;Hair Transplants &amp;amp; Restoration Basics&lt;/h1&gt;&lt;div align=&quot;left&quot;&gt;If a man is sensitive about losing his hair, transplants  may help him feel better about himself, or he can try to put a stop to  hair loss with a non-surgical remedy like Propecia which is available by  prescription. Either way, a hair transplant physician should assess him  to ensure the best course of treatment. &lt;/div&gt;&lt;div align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;How it&#39;s done&lt;/b&gt;&lt;br /&gt;
Hair  is removed from the donor area, and isolated into single or two-haired  grafts which are then planted close together to provide a more natural  look for your guy. He may have a single treatment or choose to re-visit,  depending on the amount of donor hair that he has left. Note: Propecia  lowers the amount of the hormone involved in male pattern hair loss and  the drug must be used long-term to provide benefits.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Recovery&lt;/b&gt;&lt;br /&gt;
7 days to 3 months. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Complications&lt;/b&gt;&lt;br /&gt;
Scarring, numbness and infection can occur. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;Cost&lt;/b&gt;&lt;br /&gt;
$3,000 to $22,000.&lt;/span&gt;&lt;/div&gt;&lt;h1 class=&quot;title1&quot;&gt;Hair  Transplant / Restoration&lt;/h1&gt;&lt;div class=&quot;jtext&quot;&gt; &lt;br /&gt;
Hair loss and Hair fall are two separate  things. Hair fall is a natural daily occurrence. Human head contains  over 100,000 hairs and one normally sheds 100 to 150 hairs a day, every  hair is genetically programmed. In general 85% of the hair on your head  grow approximately 1 centimeter per month for about 2 to 6 years and  then fall off. Hair loss is primarily caused by a combination of ageing,  a change in hormones and a family history (genetic) of baldness. As a  rule, the earlier hair loss begins, the more severe the baldness will  become. .&lt;br /&gt;
&lt;br /&gt;
Hair loss can also be caused by burns or trauma,  in which case hair replacement is considered a restoration treatment.  However, hairs on back of your head are genetically programmed and  scheduled to last long. Approximately, 30 percent Indian men will show  signs of male pattern baldness by the age of 20. The incidence of male  pattern baldness increases 10 percent per decade through a man&#39;s life.  The causes of female loss range often from iron deficiency to thyroid  abnormalities to childbirth. For both sexes, hair loss causes diminished  self-esteem, stress, anxiety, depression and feelings of social  inadequacy.&lt;br /&gt;
&lt;br /&gt;
Baldness is often blamed on poor circulation to the scalp,  vitamin deficiencies, dandruff excessive hat-wearing. All of these  theories have been disproved. If hair is a symbol of a person&#39;s youth,  the loss of it can act as a reminder of approaching old age for men  entering their forties. &lt;br /&gt;
&lt;br /&gt;
&lt;h3 class=&quot;jtext&quot;&gt;&lt;strong&gt;Female Pattern Hair Loss&lt;/strong&gt;&lt;/h3&gt;The most common type of hair loss seen in women is androgenic alopecia,  also known as female pattern alopecia or baldness. This is seen as hair  thinning predominantly over the top and sides of the head. It affects  approximately one-third of all susceptible women, but is most commonly  seen after menopause, although it may begin as early as puberty. Normal  hair fall is approximately 100-120 hairs per day. Fortunately, these  hairs are replaced. True hairs loss occurs when lost hairs are not  re-grown or when the daily hair shed exceeds 125 hairs. Genetically,  hair loss can come from either parent&#39;s side of the family.&lt;br /&gt;
&lt;strong&gt;Hair Transplantation&lt;/strong&gt; In hair restoration (transplantation), it&#39;s this non-miniaturized hair  on the back and sides that is surgically moved to the top of the head  in the form of a tiny skin graft. Because the hair on the permanent  horseshoe is genetically programmed to grow a lifetime, it will continue  to grow even though it&#39;s been transplanted to a different site. This is  medical fact, and has been repeatedly proven for more than thirty five  years.   For some patients, a hairline may need recreation; for others, more  extensive hair replacement maybe required. A few patients may want to  correct sparse eyebrows or a scar on the scalp. All these individuals,  both men and women, are good candidates for the transplant procedure.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;How is the procedure performed?&lt;/strong&gt;&lt;br /&gt;
Under local anesthesia, the donor hair grafts are harvested from a strip  of skin taken from area between two ears. The strip is divided into  small units of skin (grafts), each containing one to three hairs - the  follicular units. Then recipient sites are created in the area of hair  loss by making small slits in the bald skin. Each site is no bigger than  the opening created by the needle used when blood is drawn from your  arm. Then each of the grafts is carefully placed into each recipient  site. The donor site in the back of the head is not visible. Three to  four months later, the transplanted hair begins to grow and continues to  grow a half inch per month for the rest of your life.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Why do some Hair Transplants look &quot;more natural&quot; than others?&lt;/strong&gt;&lt;br /&gt;
Although hair transplantation has been performed for almost 35 years,  it&#39;s never become as popular as you might expect. With good reason it  sometimes looks conspicuous and unnatural! One reason is that old  fashioned grafts were simply too big. They contained 10 to 20 hairs, and  when they grew, tufted doll&#39;s head resulted However, if the grafts are  made very, very small, with only one follicular unit per graft, the  density of the hair can be more evenly distributed and exactly  approximate nature&#39;s way. This is the basic principle that&#39;s used in  what&#39;s commonly called follicular unit grafting.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;What&#39;s the difference between a micrograft and a follicular unit graft?&lt;/strong&gt;&lt;br /&gt;
Micro and Follicular unit grafts are often confused. Micrografts are  simply grafts which contain either one or two hairs. They are cut  randomly from the donor strip with no attention paid to the follicular  unit groupings. Follicular unit grafts are actual isolated follicular  units that naturally grew in groupings of one, two, or three hairs. In  other words, one three haired follicular unit graft could be divided  into 3 one haired micrografts.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;How is the perfect frontal hairline created?&lt;/strong&gt;&lt;br /&gt;
We use only single grafts in the front hairline, often 100 to 200 of  them. Single hair follicular unit grafts are placed in the front rows,  and behind them two hair grafts, and behind them the three haired grafts  - thus attempting to duplicate the subtle feathered look of a natural  thinning hairline. The grafts are delicately handled, refrigerated and  submerged in nutrient solution throughout the entire process.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;How much pain should I expect? Are there any complications?&lt;/strong&gt;&lt;br /&gt;
Essentially none. Most patients describe the session as easier than a  visit to the dentist. Complications rarely occur, but occasionally  numbness in the donor site may persist for two or three months after the  procedure.&lt;br /&gt;
&lt;br /&gt;
&lt;h3 class=&quot;jtext&quot;&gt;&lt;strong&gt;What happens after hair transplant surgery?&lt;/strong&gt; &lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;Patient can resume light work from third day onwards. Sutures on back  of head are removed after 7 days. However patient should not do any  exercise fro three weeks or shun any activity which will increase  pressure in transplanted area. Mild swelling on forehead is possible  which disappears after day or two.&lt;/span&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt; You can have head bath 4th day onwards. Crusts, scabs and effluvium  fall off in next 4 weeks. No special care, medicines or frequent visits  to doctor are required.&lt;/span&gt;&lt;/h3&gt;The hairs will fall out of the newly transplanted follicles within two to six weeks after the procedure - this is normal! So if you are looking to get a Hair Restoration or &lt;b&gt;Hair Transplant Surgery in India&lt;/b&gt;  then your best option is Cosmetic Surgery Institute at India. You may  visit our centers in Mumbai and Goa for a consultation on procedures for  Hair Transplantation Surgery by our expert cosmetic surgeons.                            &lt;/div&gt;&lt;div align=&quot;left&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5Ojf/2wBDAQoKCg0MDRoPDxo3JR8lNzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzf/wAARCACOALcDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABAMFBgcAAQII/8QASRAAAgEDAgQDBAUHCAgHAAAAAQIDAAQRBSEGEjFBEyJRB2Fx0RQWgZGhIzJWlLGywQgzQlJzgsPhFSQmQ1Vik/A2RWNkcnSE/8QAGgEAAgMBAQAAAAAAAAAAAAAABAUBAgMABv/EACcRAAICAgIBBAIDAQEAAAAAAAABAgMRIQQSMRMyQVEFIhRhcTNC/9oADAMBAAIRAxEAPwC57qV0cBDgYzSQuJe7fhXV4Pyg+FJAVRs4U+kSev4V0J5PX8KT29320HqGq2GmoWvLqKI9lY7n4CozglJvwOHjv6/hW/GfHX8Kg93x/ArH6DbNOobAZvID9+9cWXtFs5HKXFu6SdSFOcffVfUj9l/Sn9E68dyOv4Vnjv6/hUFl9oAW6QCwBtScc4k8/wAcdKd9P4v0y+XKiZM9AUzn7q5TT8EOuS8okfjyev4Vo3Enr+FIQTxXEQkibmU9DiuyKvkodG5lxsfwpSKWQrktn7KHIpeEeQV2ThUSN611zN61yBWpZFiRnkIVV3JJ7V2TjsM3rW8t6io3qHF2n2ewzISOo6VH7v2iRxBuWMBT0YE7VR2JF1XJ7wWGXx1rfNviq0sfaPYPJ+Xncow8xZRlT8qLbji3kIEU4KAfAtUqxE+nIsDmNa5j61C4+KTGVYzqwYZCEdPiaPs+KYJmCzeGoGMsG6fZXeoiPTZJCzetaLt61zBLHPEskTBkYZBBzmuiKvkobR2LbmsrSDz1lccJXf8AOD4UkWVFLucKBkn0pe5/nBj0quvabxI9lH/oq0PK7oGmfO4B6LVJy6lox7PAlxRx5IJHtNGZVAOGn6n+7UMeSWcvc3TSTTvuDnJJ95ppsA80pJUOeo5aKbxY2LOWKqDkBicfbQc5SbGVVcYo3cWYlcPeSlWZc8qYxXBFnAADIzZ/ohtzQb3MU5IIZSO2f40FzReLyqeX1PpVVFl5TXwSiG5gERWNh0wFI6k0vFO8JR4n8MrsuNh8aiZYuWYyt4S5IANF2tzF4bQpzKz5O5zU4aIyn5JYOJNQgIkt5mDxj1yDU74O4uj15TBcqsV4gyVB2ceo+VVBAkykczryMMDI6VkVxPY3qT25YPEQysp/zq8LHExspjJaPQ5FLwjyCo/wlra6/pEdyeUTL5JUB6N/nUiiGEBotPKyANNPDNyOkKNJIwVEGWY9AKpvi3jG41vUWtNP5ls42xttzf8AMTUh9pnFSx50S0LB2ANw/QcvZQf21Wks4kgKKSqjoFP53296Htn8IK49S9zM1K8O0caZPQkHr9tNU5m8jMSf6o7GjZkXkUYIKL0xuTXGDLLFIdos4K/w++skEtZEbfCyFQBjoQRsaXeCFWzkh1YjANdmGJbvknk5W5gFHXB9aR1BGhYdGJGdj2PepI8B7C4BDJN4qrsBn8KXt7+Roj40bCNTv3x929NbOY4FUb+XmUD+l3z+yl0ZWvEZMqxQMFB6+oqGmX0STQ+LJtDvI3gnaW0dhzxHpj4etXRYXtvqNpHdWkgkhkGVYV53li5thIqqTsBuM+/uKnvsj1mWK7n0a4ICOpli3yAw64rSqbzhgvIqXuRaijzVlbA81ZRYGD3jKp5mOAFya88cU6oL/Wbq5OX55DjmPQdBV6cYXYsdDvbjm5SsJAPvOwrzXeTGSY8xNYXb0b0LeRz095WkJ2AA2ArV6srFjIxIXfl9fdQlhJysAqk+6lrqaQOC+Ae4PpQ6xkOeeohb2+0hODkc23agbmKROYqPLjbC0XAjO5ycgELgGjHs2jUzNjGcY+FXzhlOuUNcfOYB4gRfe2RSUcjQMrRE8wwAQelO/PFdRsjAeT83bqM96HnsFeISW/lU9uwrsr5O6v4HGxuCbR55pOZhuAxAoV7tbpuUrysO4G1NMXiRzCCRtup99FgISOQqpHYiquJPb4LE9k13LDrc1sGPhzRHmGcglTsat+e4S00+a4lOEiRnY+4DNUf7MWEXFluw6Sq6nfbOD8qs/wBouox6bwZes5802IUHfLH5ZoiDxACsWZpFL61qzatq9zdSk800vMwHb0UfZilLeLMTZA8Rhygf1V+P2U22ziOTxioB6IvvI3J+FFQzZn3yxJ8i/wAaFYdHSCZQpjuBGuWJxzDr8MVqO3jNswUjw1byj07nHzoWWdI1fnYRx8xJVerfLvStj493+VYLHDnbO3MMdPhtUk6B71/DuDcywgyNgAk7LjtSUMTyRTTySAnHYbDNcX6m6kLA88YY8p7fZ/3vXfjIgS0aMlObNSQ0DxnmmtvELBcBcA9B2NOGoRI1zayDAWJwp9cE9/gT+NbltYb2WPkAQAcjKDggdD/CsF1b+J4FwrFR5ebG4ON967P0dv5NakstvcyFd0LYOP2/Gu9G1WS0vYLqBzHNC4OR6V0zrIj48zAgf/Ie+m76MxkDxtlQfKM7gehqq8nSWmeobKYXFrFMuMSIG299ZQHCsom4e06TIObdMkfCsphDwLGsMjHtfuHi4ejjQ4EswDH3AE/tqh5DzSdd8VeftjHNocAHUSZH3Gqa0yxku7pURc5Pehb5YeQvjxbQ9cO6OXg8d1JycjNZrGjuwZmXsMEVOrDThb2scYA2Xem7iBEt7ZgCBn7qWqxuY29NKGytbCFreVhk+VutOk06SeRjy43AIoeMp9JMjnA3PuNbW8gZWbAY9MntR23sB0tCVrDyGRnGEVsnbYmne2gDQhSuV6kYoSRleEKAWdjzcuNu1Sjh+2W5t1cgZABxWVssLJtSssh2qabyoJFBUqM5PembnIcBgMeuetWprGkCSxccuWAO9VddxGK4MTp0P31NNnbRS+vpsl3s2BPE9gkTbiTJJ7DBqb+2i5RtO0yzzuZWlKn0AwPxNRX2Q2Jn4hSUZCW6Fzn16AfjUl9tNuq2NhdKPyzs0WT0C4z86K/8MBf/AERVcsw8oU9BnOe1EWcknOSgUuVzg9h6GmxCCxUHKg/souyVzztvjufU1g9BcNh0FlHcKskmS5JOOwFLP4ng4cEdlToDn1rq0n8CGEMcbdfXBoiXM6x+COeRnySeg7fsqqeS/UTXlSyJVASjDO2+4oeVPEuGdVBKDzDHT3H/AL7Uut8sReHCvyDmbbYntQ63HO58MgZHK59cd/j1qUQ2ge2Fy4kVtlDcwJ7Ghrkc0DM+ecNk++nVpR4XICOmMim2+BiGCPKx++uT2c45QPBeN4Drvv39PSiEkLGN99yA/uz3oFI2EmfzRnvRtjIqM6IvMUz/AHqs0jPL+T0D7NZjLwjZc2fKGA5vjWUp7PbZ7XhWyVxglebB9Dv/ABrKNh7UL5e5gftQtPpPDkxAy0QDg/A71WfCNqplDEYycirY4+kEPDeoucbWzdffVT8LLJG4Z1ZRjy57jFA83SGHA2yeIQAAai/G4YWTEH847U8Jd4GDTBxexubJQm45qW1vEsjecMwZA7hwYxGTuvUjrig5kW380UhdZOoPatakjQSYYEHsaEyQmSST0FN4LKyJp5TwOFpqLW7q2csc++rQ4HVJLNm2zn8KqSwt2uLiONfXc1bfDES2VkigHPc9qF5TSWAviRcsskcyryspAIIqsOKNPxeFlXY7nHarGefv2qFcUzIWJ6EnFC0N9wjkJdNjl7NHa1vIfCIEkhEQHqCcn8BUv9q+nSX3CLT26c8ltIJT6hRsfwqMezO2d9QiZh5Y1Mn8P41bRgS5sXglXmSRSrD3GmlOZRYp5WISil5weVoLYhcsCWY9Kf4bK5aIAW0nKCCX5eu1KJpkkWuS2DjkMEpQ/YSKsO0gjit1jwvTfageRa4ywMOLUpRyVbqQmCqTGyKgIwVxQ8WpTRo4D7kci/b1/CrB1rSFuopAEGSDjHSq41azksb4xuCEZsjPw6VemxS0dyKZQ2hdWxFFblgGlBck9Sd8VzNi1tsqwJYfbQcwPgw3Gdg2DXTv4x5TnB6YojwCrZ1b32HCn0xn1FPM9mbuBIouWTn3jIO/TpTTb6esh3DdcZ75qwuF9Fis7cTupM0g25zkhaHusjHaCqK5NYZXmoWlxblUnQoQNsmldItzNfRIvVjytj31OOM7FHtsjAb4UwcLWZe7DAedMDPqTsKmF3aGSs6cWKKPQHDoxoljtj8ip+zG34VlFWMXgWkMX9RFX7hWU0gv1WRNN/sxh4/gFzw3qMZzk2zEYGTkb/wqBrHGIIWQAfk17e6rD4p1GzsYGW7mRDJEQAe+ciqyknf6LHJAVYcuAPXFAc5eBh+P8sXklwMZoK7ZZ4jGdwRXH0+3kdQcxyDYqxxn4V23Kw2wM98UraaHcGnoYLjTIridjOAenLima+0cxyjwvMD2qYSw9c/fQ5tg3atY3SiVnx4SXgj9hpkiSo8JAPcGppp8rRxhWGDjsetCQW++dgB0oyNNsZGarOxzezoVqtYQes3MpFM+v6ck2m3E5PnReYD4UbJIluoaVwCTgDufsrm8lMlhOG2V05cVNWUzG3EkyS+zZIzpf0hVwzRRqT8BUxuNWsdMtue9uEjxnYneq94O4p0mwtU05/FhII87rsajXtBvRJxTOUkDx8sfKQdscopxXFwrEV8vUtbJLeRafqF9cajaeZZZy4Y9+lLK5Ax6dKZuHJubRQynJDtnejIrqCUlfE5HHZqT8jLsY74v61oLMoOQxxUc4i05L6NlIGebmVu4NPmAykEg/A0NPG46bisIycXlB2FJYZXjWktkjW9xGeRjgMBsR2+2tw6YWH5NHct0I7VM2iDnDL1O9KRwAHyqKI/lPBi+HED0LSPAxLdkM+2FA6fH1NSdJMAAUDCpA81EIpOT0FDuTm8mnVR8CeoWq6hhZfze9CaXYpo95qHhlSCqSR5/o4yaJF2rzGKPLcvVh0pn4o1RrASBAC9xD4YOenvrenLfVAt2IruyZ8E8b3usaxBp13HGRIjMHXY7DNZUL9lEnNxlYqD/ALqb901lPYPR52awx19tU3h67YKXxm12H980waJeiW0MLMfLuM05e3ZuXiTTz1xZ/wCI1QPR74xXwTPlYbfGs+VDvX/gTw7Ok0SLVl2zJEZIuzL1X4UzW2syWkvIC08Q7MCGWpGpEsAJ7igZIYYi3kDEnOfSlMZJaayPXW5bi8C9tqizx8wRwfRhiuzdBVLNtW9MVJ4ywGeU4pb6IpjfIOc1k8ZNU3ga5uIreFuVOZ3/AKoGP21wmrXU4Lu6QIemDlvs99J3djbSTkOgyD1Gxpa0023icGNeY++tv0UdIwcbG9scbJOcLIxZyert1rrWL5YLcwqckjJ+Fc3E5tlwRvjHwqManfGaY5PU71fj1uc0D8mxVwaR21yVcSA5UbH4UPeyETN5icdzSQfMDnNIzy8zkdsD9lObPAlj5JfwPfgLc2rk7MHX7djT7qkcKoWdOZT6dRVbaVqB0/UYp+Y8gPK49VNWRHKZUGCGUjY+tJOXBxn2XyOuDYpQ6/QzLe3Gnyc8cwubc9UzuBTjba9aXQ5Uff0bY0FqGkwTkl1weu1I2WmWcEyqEyx70O3BrfkPjGcXrwPP0lCfKK5N9Em7yInvJpWTT0CqoyM00atpUWCHX7QapFJvZq5a0FS8S2sZEcAaeT/kG331pdRub+URyExp2jQ9veaZLbRUU5jmfl/q0+2Nutuo5I9wMcxrSXSPtMFGb3IdLaJIVDbZxUI43vBNqkUQP83HuPeak9xdeFGzykBFGTmq1vLxr29luX/3jZA9B2orhQzJyAPyFiUVEnfsfbPHFl/Yy/u1lJexxs8eWQ/9Gb92sprHwJZPY5e3xiOJtOH/ALL/ABGqsFmMUqSr1Rs1Zn8oA44m07/6P+I1VZnfB71d70RF42iYQ6pGIFPMMEZ+FCNqAuZikTHlU7v61HLW6aHMTDK9hRtvLhxg8gJztS6fHUW2N6eW5JIsjToIYrRPAOVK5z60tGBhskVF9K1Q2KlWy0L77HPKfdRU+u/k/wDVQDI39Ig4WgXB5GSl+pxrcK21wHicFnGWTNJWt9G6cyPk/sprvZJT+VkkJkJz5qbVuUWR3OVbuB3reNPZA0+R0H/WNQQRM5ffGOtRvxmkfmbvSNxctO2/5oO1aQ4XJpjx6VCIo5F7skHREmBvjQ85w2fdS8H8xQ8wyfsoifgHiIO+RU24G1YTWrWUr/lId0ydyv8AlUEkGDtXVrdSWV0lxDsy9cdx6ULdV6kOpvRd6U0/gtG+uVUsebAxQ2jQyX9+pLFI1HMN/wA6mVNRt7+JJUcnP50fcH0NOWn3zJOJFDRBRsR+ykzrccpnpYXKS0TR1G2RvQOrWTXdsyo3I4Gc++s/0xbuikkBz1A3wab9Q1V5YylvlUPVm6ms0mXY0207q5jkBVhtv0NPFtcKEOWGPWmGW4heIo+Q6nytQ17qkdhasxkDOdkUevyrVVuTwjO25Ri2xHjPWM5sYGzzbyeoHYVFY2ya4uJnnmeR2yznJNZHtTmqpVwweautds+zLB9jDZ4/sv7Gb9w1la9i3/j6y/sZv3DWVtHwDy8jl/KEIHE2nb4/1H/EaqrdhzDcV6x4j4ctNZlhmnsrGaSNGXmuYA5C9QAcbb02vwHpLZCaXpI5mJBNovlGSQMY32I3yOlWwQeXJcc4O1FWc6huSQjB6GvUlnwPw6sIW60LS5JAT5hbL67dqX+pHC36PaZ+rL8qhxTWC8Z9XlHmiBjyeWbA9KUWVwSRIPiVr0qODOGF6aDpw/8Azr8q2OEOGv8AgWn/AKuvyod8b+wyPNwvB5lmkzvPKCuPXFNE04dsKfKOler24M4YbroGmn426/KtfUjhb9HtM/Vl+VaV1dDC292Hk3n6AGl+YcoGa9V/Unhb9HtM/Vl+Vb+pXC/6P6Z+rL8q2BzzFGQIqGnfz/ZXqj6n8NAYGg6d+rr8qTm4M4baNuTQdM58HHNbrjP3Vz2iyZ5QlYeo++kywPcV6iPAeleCS+l6UZQe1ooXGPh3O9F2nA3DyRkXWh6XIxYkFbVRgdh0quCGzytaXUlnMJYj06r2PuNTewuIbyBZrdhuNxn833Gr5+pHC36PaZ+rL8q7i4Q4cgJ8HQ9Pjz15bdR/CsLuOrf9C+Ny5Uv7RQkqujcyN19DWoUfcnGT6mvQP1X0L/hFl/0VrBwxoQ/8osv+ivyob+DL7Dn+VWPaedNYuorGDmc80p2Rc/jURnne4kLysS3vNes5eDeGZW5pdB0529Wt1P8ACufqRwt+j2mfqy/KiqaFWv7F/I5Urn/R5LXc0qpxXq/6k8Lfo9pn6svyrPqVwv8Ao/pn6svyrbAMmUf7FT/t/Zf2M37hrKvnT+GtD026W5sNJsradQQskUIVgD13FZXJNHN5P//Z&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;data:image/jpg;base64,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&quot; src=&quot;data:image/jpg;base64,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&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSONl-hdFd1xduoDA92PpqsvuOzbesC8PArcUn7hFb4c4dsNC1w&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSONl-hdFd1xduoDA92PpqsvuOzbesC8PArcUn7hFb4c4dsNC1w&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRqMVzd3QP7y4-A1sjlSdBvsGTeKopgoTnBz31Aii7uhB2qZZN3Aovif14B&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRqMVzd3QP7y4-A1sjlSdBvsGTeKopgoTnBz31Aii7uhB2qZZN3Aovif14B&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT0ysOmJvVakKjoVW4X6Z_w9LTj7TDoewez0i79Kb7HWlY20gp4bg&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcT0ysOmJvVakKjoVW4X6Z_w9LTj7TDoewez0i79Kb7HWlY20gp4bg&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcS4Q9qduGCWN-wFQXqrKbIc_Ymh9ATh8L0hmcXvtFtLFzosG2jS&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcS4Q9qduGCWN-wFQXqrKbIc_Ymh9ATh8L0hmcXvtFtLFzosG2jS&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRtY3tCQuS0Hpy-1rBeRV0aI5Tx7no3FPMBsh3G-QXlUKhDRndQR1nRIXa5&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRtY3tCQuS0Hpy-1rBeRV0aI5Tx7no3FPMBsh3G-QXlUKhDRndQR1nRIXa5&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTFSr_1Rsuf5LNQxInb2Q1xhD1ffkoTEg4_OWP8uvJ1bKC0lkN-Z2u8YTk&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTFSr_1Rsuf5LNQxInb2Q1xhD1ffkoTEg4_OWP8uvJ1bKC0lkN-Z2u8YTk&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS-xeANNOgp-KY-JRaBNqCzIPI_55GmKetmUyKllbX-Q6mkPH79tiNLoj6v&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS-xeANNOgp-KY-JRaBNqCzIPI_55GmKetmUyKllbX-Q6mkPH79tiNLoj6v&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRUcDDzcFfZC8iXl--TjzBmwo5VgN4XmU1Rk5HKX1G_WItHWxVlXNYXAp0&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcRUcDDzcFfZC8iXl--TjzBmwo5VgN4XmU1Rk5HKX1G_WItHWxVlXNYXAp0&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRgoBuQiBT8PGnNsoCmoWGyEH-_AYHPvkNX3tMhI1Qo5HJxoruZ-arPaHBQeg&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRgoBuQiBT8PGnNsoCmoWGyEH-_AYHPvkNX3tMhI1Qo5HJxoruZ-arPaHBQeg&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ5uYPDccyAExcGdARtONuFZmVUwiyR_2HvY7-VMrK377BM03wL&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcQ5uYPDccyAExcGdARtONuFZmVUwiyR_2HvY7-VMrK377BM03wL&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcT3iM66H45rJH3WBiLBsK1P3dqm1RQJxCKgvJQljJQas26XUkucXNfYeYLUqw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcT3iM66H45rJH3WBiLBsK1P3dqm1RQJxCKgvJQljJQas26XUkucXNfYeYLUqw&quot; /&gt;&lt;img alt=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTRFBuwBS61GcsK-GkYS1p7VTlc8ckqqFdeknQsW0fIoXlUgAYWT0sBUII_&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTRFBuwBS61GcsK-GkYS1p7VTlc8ckqqFdeknQsW0fIoXlUgAYWT0sBUII_&quot; /&gt;&lt;img alt=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSV2sZb1Ls_TFzq9_C-QHsyWszNARXL0HpCDkYjCJSLyhBOrSrR46HALx0UkQ&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcSV2sZb1Ls_TFzq9_C-QHsyWszNARXL0HpCDkYjCJSLyhBOrSrR46HALx0UkQ&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS7bENSyUoVpY2bufC8ultBm0dp4K-eZco7x16bRYK3Oc2g9oZA&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcS7bENSyUoVpY2bufC8ultBm0dp4K-eZco7x16bRYK3Oc2g9oZA&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRGnw2eKEc7AF3qiIxSr6WmPpW17OG_K6YJDcvDUnCZSs2xSy1uQw&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcRGnw2eKEc7AF3qiIxSr6WmPpW17OG_K6YJDcvDUnCZSs2xSy1uQw&quot; /&gt;&lt;img alt=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQDefszE6mqSBK0c4RIQccXUFT37-8KJSLZg_Iq3suRs9khicwQQxLIVmG9&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQDefszE6mqSBK0c4RIQccXUFT37-8KJSLZg_Iq3suRs9khicwQQxLIVmG9&quot; /&gt;&lt;img alt=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSwlUqgxH3ex-I3DpbuCMwHf_aUM2pKyOo_RNV0bj9b0Xw__JUiugccSDI&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSwlUqgxH3ex-I3DpbuCMwHf_aUM2pKyOo_RNV0bj9b0Xw__JUiugccSDI&quot; /&gt;&lt;/div&gt;&lt;h1&gt;&amp;nbsp;&lt;/h1&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt; &lt;/h2&gt;&lt;/div&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;h2&gt;&amp;nbsp;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Follicular_Unit_Transplantation&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://humansurgeryes.blogspot.com/feeds/8361774378237963186/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/hair-restoration-surgery.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8361774378237963186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7924508181645077758/posts/default/8361774378237963186'/><link rel='alternate' type='text/html' href='http://humansurgeryes.blogspot.com/2011/03/hair-restoration-surgery.html' title='Hair Restoration Surgery'/><author><name>HARITHA</name><uri>http://www.blogger.com/profile/13929370344070607604</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='29' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ZZDWRanv45f-o_AgJBRTlsdAmvKFiLcn3kOFjNhy4hRh0FMStySgktHljt9r2-s7zIhD4ZzptgNq6RgfOkn9UIVjeL7qF19E5e6w3kGsdlvT1lHVJnrs8l-eYvAUuY0/s220/images+k.jpg'/></author><thr:total>0</thr:total></entry></feed>